{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "58bb63f6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import glob\n",
    "import spectral \n",
    "import cv2\n",
    "import numpy as np\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "ba0bae70",
   "metadata": {},
   "outputs": [],
   "source": [
    "msi_path = glob.glob(rf'G:\\yanye20250801\\*\\gaoguangpu\\*\\*_ref.hdr')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "2a7891c0",
   "metadata": {},
   "outputs": [],
   "source": [
    "msi = spectral.open_image(msi_path[0]).load()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4e62d6b1",
   "metadata": {},
   "source": [
    "### 生成tiff光谱图像\n",
    "\n",
    "确保图像归到0-255之间，如是反射率直接*255（反射率没有高于1的情况下）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "2957bc59",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cv2\n",
    "import spectral\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import glob\n",
    "\n",
    "\n",
    "def get_tiff(nir_img , save_path) :\n",
    "    nir_unit8 = nir_img*255\n",
    "    nir_unit8 = nir_unit8.astype(np.uint8)\n",
    "    cv2.imwritemulti(f\"{save_path}\", nir_unit8.transpose(2, 0, 1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "ab1e6e6d",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  0%|          | 0/91 [00:00<?, ?it/s]C:\\Users\\dell\\AppData\\Local\\Temp\\ipykernel_7280\\3632269044.py:6: DeprecationWarning: __array_wrap__ must accept context and return_scalar arguments (positionally) in the future. (Deprecated NumPy 2.0)\n",
      "  nir_unit8 = msi*255\n",
      "100%|██████████| 91/91 [02:21<00:00,  1.56s/it]\n"
     ]
    }
   ],
   "source": [
    "import tqdm\n",
    "for i in tqdm.tqdm(range(len(msi_path))):\n",
    "\n",
    "  msi = spectral.open_image(msi_path[i]).load()\n",
    "\n",
    "  nir_unit8 = msi*255\n",
    "  nir_unit8 = nir_unit8.astype(np.uint8)\n",
    "\n",
    "  save_path =  rf'G:\\cigarette_tiff_threelabels' +'\\\\' + msi_path[i].split('\\\\')[-4] + '_' + msi_path[i].split('\\\\')[-2] + '.tiff'\n",
    "  get_tiff(nir_unit8 , save_path)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "0ab75152",
   "metadata": {},
   "outputs": [],
   "source": [
    "### 查看tiff图像有没有问题\n",
    "a = cv2.imreadmulti(save_path)\n",
    "a = np.array(a[1])\n",
    "a = a.transpose(1, 2, 0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "bed213f5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1bb0eec5d00>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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fnGK5BoMzu7ax7oVUam1SEH4QJpGl2YrqqCI6aVqfaIKAG2q1qA2PQ5odZ/rSlkJ48HYWPqYuUJnsxZbF3OBxRJ+ygs53xmhxdYRW5kbo+LEZ6nZq9KKDR+nlB56g7c1Fmu+N0qeOX0Ofeexa6s83qJzu0R3XPko3bztKE7VVFtDVssECDa0LCClcs9OW8XqiMFbRDfParWKWhdnNrEBuUudlD6V/SO3e0EYX0mFLtEA96aoTRdLbaPFmxO+GLcs+mqNZ6Kq5q/asPyf/uWi/iGPa+1IPIt52jSbqbXpyeSd98gs3U3m2Qf0Roi8dvpz++pob6YY9R2jhqa30xBOX0dLBgkZO1Gj0gZL+9tGX0yf3LtNtNzxBt112iCbqq9TMclopmsHGtauRB1U9eqWZNGvdQ1Ae2E/nO547uULEavAkGj3PPda9kA7HJgefan5loZBPPV1inFj7ZZo87PWMv0lVRyUByBVXjGcmYmC2n9mBZZlRL6tRnbqsVZt5j751z6P0om85TV9+6nJ64tgeOtcbp/NzE/TZwzcQSva7O4iy8R51p2pUNHJqnStpeWUL3fvArfTY3ivoJd/8KN1+xZM0kneo35frRAAgzgxKqoEs2FIOYYzEY6JxYwBAridyWOUDlD/pahNgtQpqsWGF1ENMAQN1iSQmSmJH+W0dRMVLmc/5jCLpy1Ls5phgyy0yB6WMvKSBcCz+jrfh5A0hF4ONKNos43vf46WxHn6zb9tZun7mKBX9jE4ubaWHTu+jp2dn6MnlHdTP69SaaNPKjhplnSa1txF1thfUWcipODJF9/z5i2nfD5+l3ZOzwRmza/bXB41uCEXEj+Mw88VjxbBNjbI42NaO3SX+MvJs0UYXUg9c2/AiMmgXVUsyUibnAfgmMDlHLeL344/n9yJero8QqYhohCbNeyW2IXGuWJrzrEHLRYsW8xFqZl2a2rJEr9v6JWZPPr26hY4uT9P0yAq1DzbpC5NX0mOP7qNujah/Q4dmm9M0nzfpY0eup7fc8EkazTrUYyLcWrwGfSjtIczZ9oTJoSa5CzFjwLatszOldqg6f/JgpiuRPay4mm946sev1/BL7oW8SvtuGGDvscAqHuj/rjoW1eiVCKJFcaLdm+lNDuegBrAds3AOHdNLajwfTlS736Ba1qK5fkELeZsFtt4o6JZtz9Du2iJ1ixbVriHaun+OJppteuD8XjozMUXZZJceW9pJh+dmaP/UWVphRCAKHsKmESG2lUeuBA+Jr0zl/IRCVgwIMiMPweOHAogpeZaeZ/kFa/Xy172QRoEwGm8JKRpdOI8ICw6A335ERo+oiy2JRG5wuownoL9+Is5G3LMHvQ2DtIQQRgcywD9pGJbtVOV8wjagBF8oMqpnDRaEsbxDh1en6P9z/7fTo4f2UW97nxrTbTYN6rtXaXSkQytnRunTR15Eb546zULXcZEqYwX09rWdt1xzdAqZXFgjYBZd81o2mBJ8mREztqjbWsa6F1I//JMbUomTufTeZ/yN98b9VpbRlOIB/njDz6JqatiNC1rf55qWFtmKWiiaITUhJ9OLgBCN5F0qC6Lfuf/b6OEnDlJjjoiWa9Rfzag31ad6o0+1dkbNUzk9cWI/HbliG7VGepVjxgcMD4P37A3tqOK9lgxuQQZ/XZ6ip6/NKqr27YYW0mfTjDyFmj9pwlElQKgKqHjfqcCLg1GBaSpZABEX9LpdsEW/vWmwmI5XJDar7ZVj5yygIkR8XpTRRN6mv3viJnriSwdpdJ6ovkrUGyVaqTcog2E60qNmrUs3vugQ7Z4+TyOtDnUZ4BeHjj13TW6O0JOFb1WX8vUaHbo+sGyWpLaqXX9wAFVg+VqGZo5tUCF9tmkwcTHYp2pHxtAjDbDM2Q2I0ZeoIWOoNGpIG4OgeMwpEKgnahlosVIdFRMGLM0mCCIY8eFrZj06tzhBn/rELZSvZAT5X5khKnb1aMuOJep8ZZKy1SbVXzpH33L9g5TnJQP77aIRlmrYxAY92XEYo9WqA2htfBs6hwwpX04f4Hj15jj58um1jA2RYOK1omhPJ3iJJXrhYZrWfhOW6JBMHJeveLzqPqrHisIMTWwphAhnAsPk+qZCnBH8i72lBKfEMEpGnBs89c89fA2151tUWyHKeyX1R4maSwUttlu0sr2k1Rmik4dn6E8feBnNd0clTFoKagAHDq84UmSfjuiD5BCkjx3e+/yF6j+rIIiMgOmcrmWse00abKYhkaIUlKr+zsop0s9jmYb3W/3e1F4ccJpoQMvye+c5IzYPKOfpkzvoq8d30+KWnE4/PkNbR5fpNbc9QDMTC7RSNFhg7338RTSzdZ52zcyKI5KVtNpt0qMPH6CiQURbChp7uqTmIlHRqFG736TWsiz9tdWMHjq8n8pGSd9x7QPBbDAN7tvuhPN2RXmDSTcpMuJ/a4V7fqUZ9AA2uJB6MN97rGnTMIukxOVZliU/qamHbppzkObG4KyIHlRtXW/nCl6Ys8MDTbjUbdG9D15D5w5NU39bn8qVGhWzo/R/n/tmetlLH6GZ6Xmari3TqZUtdPiZnXTDtU/T7m2zNDW2TE8c202rR0apu5eo3N2jsivQUmO5pNpKRkVdzYxaRmWtpMcO7aM79nyVprYuuagRd0UOQQmxmSNWzKuQK4WxBBVPgx5dO68WNGCh31lpy1rGuhfSFDLSxgtsYymfp0oL25+lLGfxGa9Slsck4AjQx1vhRblKTgtJtVBrVW9DM/Z6OX3syA30wLnLaLE1QnSwT3lHBGWlhQepQR9/+EYqWyU1l4gacxkL8CePTtHkjkV6xUsfokcfPsiClveIeuea1Jwnak8R9VryWb9RUn+MqF8Q5W2i2mKNjpycoZmpeRZGoxS36/OOoGXae/wj1Z5pYjjvS52/2ArT4v2adrjGse6F1IZffkO9jWJ8WchY8mASDXjiyF7iMF9lizjEF/c558FFYmwxpUc0Lb/ardNf3f9Seub4DJU1oqxWUtbLqGyW1BuFRJWUtXPWfvkibMeM8n5GJZbu5Yzmj2+hv/j0y2jkdEb5OFFzlqioE/XrRN0x2KYZtc6XDD11t5TUWCSqL2XUbxGdmt2aZsk72RHMVlvrqMNojpwFGGwliDiAfGZzDvs6zA7zCESuqU2cVEequWJRXVnhJhWhoaGAlV+6JI5vn7rPw7t0SfdZ9oNFdHBoRugvP/dSOnt0muowO/pEeRdLMl5L6o0Rf2aKBzYl25zYT52o2CrbE4RaTwGLRN4h6kxl1B8vKJ8TTQr8FPuCTQqB742XNL5jOXHCOJBQSI/TBLHweQ2hsS4UtzGgyKzGPgRRkFNnyiezrG1sEO9+MFXMfzfI9hyXtCDQqgECfWMQwCieg1CTgdnxcxMIs/M+8dANdP6pbZS3M/bIa20Rvqwnwldfzlio8m7G2hU7rS9D0OR7bAfFxUKN33T0tQ8hjVYfC3tBwTbF39j3g0f30UcfuYmjUSZrlhDiObTMVArXER4zSYYJOQza39IAfKsYsGJHb0xtevc6PCwU8M9KiliChdr3mo7m7TTbX5W0LOzf9XWKPrtnp4s3HEviA8f20+Gv7hItqScALWnvuxPRloQ6gbBix2yrQjPqsuD7y5Z1ol6TqLNF9tVYAF4KU0W0cHMuo85UKcfpZ7R0coKeODJBE/0u3XHjY44XIE0t1IBo6pln1ca4KZBvc2PZXbafFCt97rHuNWkqYHG5Mu4jGz77PlKH261Jl75oVVYiTKo9TIPaGcTzkBsG0P388jh95qHriFZrgmXpUgwtigFt11goqTlf0uhpotZ5aL6SNWSpXjq0Ke4gtCmWbwgeBJfNgIZoVVPc7WnRsGYM1lcy6k1w0gGV/Yy+8sCV9PjJ3VqmIllKEbA3c0g+8w80O0GuRDz9TubZf6+VVqHiYC1j3QsphtmHcVKG46K+7NnszxTfe7YhR7DpT+3T2AUOjgME4YFDB6m91BQhgvKCnWnrLWxKLL8FUVHLqGhgiZayk/oCln/ZrrEEB0sEkTUr5L1JnK3PS24BE0E+xwPQmSTqbrEln6gxn7EzxaZBLaf7Th6k1V4jcWrCEu6DFw5asofYz3MQzqQNUIoY2PyuZax7IU2XH83SqVBj++1keKg6XapDpCn5bTxCPK7tSdLY7Ji1rM/O0hOH97Kw2E+yrmg/FijcGNimzYyXaHjhEDz8Ey0pggvhhKaFbQqB6EyJI4PtYG/WF7mSTuzXHlF3SvBSmAT8YEC4u/I9bOFTZ6boY4/f4Jr9xrr9BF7yq05lnhNcukLuNjA5a7RKN4SQ+iXbtFr4NnjfriHZUMLZKOx+n6m7lGax+7p7CylCiz5zfjst95sCKekSz5oU59YTD5/hKq3IyNiLVg2pp9IbEZuVHanVUhymfslCDju0vqS2KsyDXLRyCOv2AEERQ1GMDIjLTVkno8ef2UufefJFfJ521ab5vC1py7k5l36+4/XGaFPaptfGpiblYc91oifDG2/AR30Ye7rTUM0YxXbYtEer1DQOhBN2XiNDrWZBXz23UxKFIZxCpxfLpEHf2BQQHnF3UgFlbdmBdhWQsdaR43W2iKA2zuXUOqPnJTRQLLBwtoAGQCihLXFpjAqUun/IJ+o9uE14Sf1aRg+c3kvnV8ZY68dVJGLL0Sm0kKh3nqrzMMS0ctW2axnrXkjjGKYdL/Q0pxPoaWw82D+MFS4R28BVKloF5R2zK+P01PGdQUVBkLhDuAqr3deaQlLkjDhsi6Uf6Xet2ZL/IeTZGxOQfeRsSfWlUhCBVinLPDR1AwKZMczFNipA/gk9LswLCE0tCjW0+tHlKVkZWHhjxpPNjl/ePSKQeu0RF6g+yEOMgI0rpNFwd8kdRo2TdKpLp2wwsyeO4OU77M+iKJF2vEKwq/v79KPX0uq5URYe3gd73GHHstSrp8/LfK4CrCcALQgHqK/mAZbp2oqA/r1xwUMBOcFmheaEVmZbtgH7lajWKVnQ+RjAU3t4IFTCVnIqgA6s1jg7yoIDOH/hSElbrtt7BxcPTdhOYDpXCLnWse6FdJgApi0M47PuTQPPtWS/wfDAki19lb2Hh8AfL5zDas4azQ6E5ZuXXxVKCA7+NuiozPS92qewWdmDH83YJoWz1J5mdcefyzapTYv/QKt2x2V7lq2uatmaaFUIdK2D/ZQcjj2xsDXhdLKHtsrzZN9FeM/1harAf0FhVFtYPsfYEELqs6CqCSN+q/BtEGIT2ipwP8R8qCxzkiVkqGDUxzu3zMcbCogJoDqiKm3Vqrof2JxmW5JWj5j3j/cQrt4YNKbsCxoTcXrRpNhAhJkFFYKNZb0oBRGYU7hK8dTOdMkPC9umKPUsiY6cmKHDS9vkapwjCbMlFuIZHVCKh2AIBGVklWmfKP/wr2WseyH1gpkOj9+lXqpPQMHgPahj4fc2rK+oIAZp8MBuaq+f06n5SRG+vnrysBEtWqTLOpZjvvka1eyNl9QfKaNQQgM3RFDZ3myJ8AGyQjQKAsuaFULYLDlvVO50xiA+fgenieEtIAZ9ga36o2LP0mKd2t0G3XvyclrBzrLBVcfCotDSZjp5QjQ5mpvnME1VrOW5x7oXUoNObKSacVCbYoRSEn9zArtxnDLOYtcW27a/qsjiWyQzd7s1+svP3E6PP3TAH4oFFQ4SDtnZWlJ7m2g1CGre0Tg4Uu+QzcRmgQDw/Byp01W0So4etbdGR8yEHNvbQ1BfEceKcVLV1nzeDXkAAIkhWACkoDbWpYX2CM2ujiXwm28nZLC+79riURDDWv17j4msdb1f90JaGg2iX6IqzowMmU5O8nVOQLqsDwL2sW+o2m6h253cCEBP0KAf/sJt9NUn90oiRiGaC9q0vhIjRNBi9UULc6q27UqsnpNPVvFbiTJZyBNLNyEkqqFSM5KheRmHVRwUgmkRqe642r74ZzzpEOKlnDUt28CLdeq0GzS3NKqqPtrp3ruvtlC3qQoJOUNm2TueaxkbIsHE2N4M1xNP3zUf02x0jJhQkib6cpa+FqFZoVqKC8onUjUq23Ftf5HRXz70Enrq6G5qaBaTeOwlazlOq0NqXh2vqlV1KQc9DimSj22x1HO2U4eoOykat3kM6XiS/sYacVyEHcKIAYwU+8UxeqPmSZVUX5VlXxJQiLpbVVJLhE4hYDlRP6daTcpGfN1/NVQsIeVny7NPH24b1USfDatJfXcNiQIZFST/N0SGUm0prwnjsvNWEw+/4lx5GxiPxmcfexE99dBlvA00JiJFEDZJvxOHxwQKmo3/VsAdpkDJYU5JHrE8UA5ndohap3NZ2vvIipJlnY8xqk4Y6ubHRaNa6h/jrAiNAovtaH5pO6PGbE51JFSPZdRY1Gtq53Ts3Lbg/HG5CAr2mO0pzoVfnayfVDVqZyLqNeumd18ZQTs6qCR49CF7qWKxaha6/d4FhWQf4ZvBsCvCiqcXJ+mBr1zF3jWn2XEUSOLnyIyH9mToCZipNEMKXjcv/ctxWa9xlKikckRyQUfOcf0x/4Y1Mf4uLRtKbNTeeMFCi+UdmjfatYqNQr5HVXPiwWmL5kYqH++biJ45vJPmVkclidkCE459JApi1LQyv+Ldx3n3cxbncy1j3QtpVahs6bIGXJbYm6IAqaBiyHIW089sK68xzM4VarGCvvDw1dRbxNodQ5HsKMFhcSA4e9SQYRhfLhIFrduHSahhUxayNsKcihagXomBeTU/Ck1s5siSmhac4W/auaSJZwqJ8WM1b+EYJTte7HyNCzCL7Ki8XlDWyWl5uUWf/NxNdHp5i5pN+QA2arNr2PHwxm1+pP1VaaML6WD0eDA86pcfb9h7cL/KpRnaM5qTFegSxZs/OruNnji6R/JEOeVOhA3a0Wc7mXBaRpIlMLPX3ohLPx8DGnVRE6Gb8eSBAsC5wjLOZkRbHDKLGAHIZ2eoDkeqpD5nV4k9zLH9xZzJJAzqYkGdq1FtvEtFntHpuUn6+AM30rmliQF71GMa1fDn8BlPk0/WMjaUJmUt6rRg6DkUttZpswiRizJFwi3rmWQ2WbRMa5rQDGLav/vSLdRbrgehC5ElDYNCkDiypTFz3rsKNJsFlgFViKbklDoA/owMSAof7xrfa8lG6yxR87zsi8tR2ijAQ7aTJJlAUy4crIk5YVEsJVDFthaWhValuRqVsw057kJOC8e20JceuYK6hYRLq3rUSCAqMxnepffkYiL3G0BI/RPuXKIQDYmxJYzBJzvYoeErtb3cbcpdplOd+vSpx6+jE6enxZnRGRb4yC3runOxD6MTww+Sxe81oTlTx5kxUmjFLpbrjEZRHdrVbVEy3VTTQUEBHJOhq45kTcEE6FliiQqoadigsdn8gEYlylbyILz4d/jwLjp2fipBM6yY0SxPNqE02ubTIH1Y1EcA1zI2hJDaMGEzWxLDT5yB1d6bry5golVjDyPbs5RIFJyYcbozoalFacIIhAN2pNkgXDCneKVCjcGZsjtTatGcAfCs9TrQjhqFGsGDkFFzVkqU+y3to9pQDLaZUXcs47g9/5wjU3rNem6hkA+2LOe3SmtHjlTpcwwYq1fL6LGv7nOtGdNuI/Ycw9yx2apC+HYf1go/bQghrS5CKYNyfL7NQhoG8ntzwQt4zLiPRwGn/asvf5jKCfGsbSm3NDxLGLGdWtkHBkcgVWiDA5XH7PnMpd1BMOGxmwBwkrOC8/gbv+F4vRbnsbnB+xZEoGjpcRVRACog9d4SqoUWRukKh0qD40V07NQ2WlhF9CFlcPZJO94B9WaBt13T7Ta4kFahDssmF88+HR7zC7+vYH6mNUwPx7QzxRKLnD7z8HXUR6a7JiwH4nzNsrcl2QSJNSASkIFd6pKLpRuOTKb2qYU5g7OkNqURVmGfnIq3Slz71FjQfSmgHx8WfRgtl5RT9TTHdFxOUIQ5o+a5jIrRQratC7bb6TTo4ZN7mWfUz69vaR6w0ort6R1R4TNdG9HOuhfSVF/6yYxiFyoZtehMaA5dMZmrAg2YaKgrN2+1Tw3q0xefupy++tW9oQjO7EvTmGajcvEbYvUzhQgQe+nyKuXGWkFaqO1qpA8QbA1xQmigrYF54h+WabY9+XglQ1X4J1n6krrHiSlIYDFBzcWxAuyE6+DklgIYLoQ1o/pcLiFWRRuybkaPfnUfLXRHKu3GdZ+2QrhCvKpJJWbApiZ91mENZD0doU1X0hDXeffyWp1w8+plP6i0/MIDL6JsJQposDU188k8eBY0kM4yHKVLtFV+dmMySamamI/qbFskJ0NrQgNDG7N2Rqi1cI4RL9sWYBcnTkKrEDoF81susVo6MrB3b1EtBB045U9tZZzX6vlReujpfYGexxT64Co0qEn9HF6oqfDA/aJ1PoyxmLyHrln0YRuzS5NM8ko6mWMmHnhVeww9Pke6fXVGdJ+aGW+es6XVYeCzxlxODdiTap8GogeNQJE5WCbgrFElkymk+rHAV8wCO2dEsFpiCnD0CranhekhiGofQ1syewpS+1RLM5OKzhfznaqWztoZPfLly+nkwtZgz9t8VB2kKmKSbru2se6F1ChjbDmXzyIY73HSiKlGRyjUoIuznoQDvQnB0FFe0uTIssBKuKG6MTKUeKmtS6mxHUzi8xp77yK+rk4K192LQOWoAlXb0n6H/XM8X5NS2OFCdhRCl10tceY6J6kolUI+LWW2vIJ+xg8H0vekuM80pdi3Ak1FjcwPhD4kuLbeao2Oz00FyGkYblpdzgdDqWtb7jdEFpS9hkkK+F2MK/vtOJMpySOrLFsJ32hsCoZ3k5PLQTsZhonfm2Nk9qT4HVierYgto3pPHxrVoth2BKl44nRTrYfMKRGUHjBYdXzYQaup8DExmZxgF0nQVibCHn4kLOuNwl5Fg6iYbM3wGH6qkS9oT2hhJpBQDx8DGheBAeSaMgFvZWWxOePZ1ahExEY12WczLDr4RBs9YbVzxnAP1MWgkvJmjTKpB2tJ0HYLPnn8RfToud1hGWWA3Uo+bIlVLxsakoFy5+UD8rHtELc3oD8Dj31LSCEslxTajCEm9d4586kPoRe7lH/PjpZkQOE7YzpBeh4G2ExwLNidsH95vhBt0nMy4eYHw0wRm7iMaHZhnBbao0KbrrMWC0Zc2FfpzVNLfrBWasMKaVqZWKnAcwt9NZJsyzw7BwF4Vm2QlEiIVJ1bGadHTuyl5flREag60cpO+Y2kyEHQtPxDQXv2luHcQJvp52KcGnWOYJWWh21pfcw9qs4MEkQgTAiVSh2UhE2lzileohFOcBGg8UgVlYgWO3SCl7JQ11LYDAgCO3j9kpOzzx7eRl86vl/4/AOtepzFiJ+mkSb7+wWzSd/73vdKOxT377rrrgvfr66u0tvf/nbavn07TUxM0Bvf+EY6efJkso/Dhw/TG97wBhobG6OdO3fSu971Lur1FFy8yJF65nHZFwjp2SqgHHdR2CBGqXyiRa+o0V8/eCudPzUZC+ByxNKl5kggIVuOY2iGbcWeCoZ636ZJvV1ICrALhITIktiNth3nkSLSpEazhUklG18QhN64mAfsJCHuX4vaE5eB6JSfIIPAOGSLQII+tdDUzE9Vx3WWVMuFtTmuJyqs1gzXdWk2inN+7xpCvCA26Y033kh/+7d/Gw9Sj4f5qZ/6KfqLv/gL+pM/+RPaunUrveMd76Dv//7vp0996lP8fb/fZwHdvXs3ffrTn6bjx4/TW97yFmo0GvSf/tN/uuhzqU6DeeK+Y0hczGNmU4ShYmgvNrZN49FPnN5FJ2anpC0NnJm2cIACa8RS3OZyDeEYNXjJ4vcCqks40oZBPTwfLaKaakS//HIO6bh65NgXlvhRie1L4rMIPddJ2QOBsCen9SnCgITqMX3wdJ/GfML7zNxnbvmGakMkKtvapcsnzzooalDoIuxk75XI2KEuL4iQQighZNUxNzdH//2//3f6wz/8Q/q2b/s2/ux//I//Qddffz195jOfoVe84hX0N3/zN/TQQw+xkO/atYte/OIX0y/8wi/Qz/zMz7CWbjY1jX2NozoR1TQzE1RDbcyT9wU4Ued6O1aEFuRjn37geiq6NRYEc6ANeEfsHNEfJrF1GlS0kxMGtRtt6YVAm9YrkDOqMJQlRPPSXaDGSWjSUUhnaYAce2czQkwBxO0ZxmrrQ4R9q91pqENmkqCOXNFSLlQ9luGv0NidbQUVu7s0VnZp55Y5sflLdE9x6xZTr1tALE3wG1z8XwCb9PHHH6e9e/fSlVdeSW9+85t5+ca47777qNvt0l133RW2hSlw4MABuueee/g9Xm+++WYWUBuve93raH5+nh588MELHrPdbvM2/t8w2CNtKOBtS6dR9eNoe1ZBk2h7PX58D80va94c2ETAu7QsNeziHNkyqdqqbcC7cjBZwEBhJxEGKbhD1ChTp8Xi/ha1slxTFkwW9Izpd4JzZftSDcxYJ2tFTRnUoEIA8nmJR9aUrCfslPUtEKGlKQ3h3C/2dqg2n9OusQVq1XrabyA2TbMZ8qZWqi6Ga91/NCG944476IMf/CB95CMfoQ984AN06NAhetWrXkULCwt04sQJ1oRTU5LuZQMCie8w8OoF1L637y403ve+97H5YP/279/Pn8dsJxke+kiN/BRiSuubBhEA2/cjh/YHIB3VlhCS1e0RA5VX0UTQnsyAp3mlxpjHmksTn6F5OaFZDkShSYolgtjfZLAQcE7lLDXNjG+dVgb+ahEkpjXXB8YAfTMlOMK0ovYuR6QEu2VHDTmsY0TdmT7VOyXVT9Vp68Si7D8hK0vn1AdGB0yvFwonff3rXx/+vuWWW1hoDx48SH/8x39Mo6NK4/Y8jHe/+930zne+M7yHJoWgRs0Zn2ZeqrUTsiz1vtVNNVeHhob1cGNQ+zO/MMbLLt5Di/agadDG5pw6OICAXG6oAPAKtFp41KkKCDT3WQoEEmQVxSHEahxRIvTYOaRX6HY4MqT2LS/jiqFGgY2a09L/go1rnj5rYKWLVM3NpSYTJdW3r1J5vMUCOzbaFgcJ5oAuPz7WFPIhHCItzlOREKG94BAUtOY111xDTzzxBNupnU6HZmdnk23g3ZsNi9eqt2/vh9m5NlqtFk1OTib/KHFwdNgN1zaJFYCKBwTYvFNLJpG7GrUDspw++dQ11FtosJBy1AYZTWMFw0mcQY+QaFM84YB5atUohgkoMM8AlnvvWk8q12gUhN8+t1cWLGN5hkDBkx9TGIqFXcKblpJnhXg2BFqCwMO2jczRFniwjCwW1rE+NRp9yhZqlI/26Irp0yEHIsyV7bcC19njL4KZ4tUvuJAuLi7Sk08+SXv27KHbbruNvfS77747fP/oo4+yzXrnnXfye7w+8MADdOrUqbDNRz/6URa6G2644aKPX3WTAvzjQKnUrI/YXvDwPfivv0dh2tNHdnLkBQx3KLFApIYasjyiKZgJBoal5wnUJM0W7ARhJ0oWU0xCCYRluaynLEyrkjLHxXdYzs2OXC2pOyF9oix2iwQUPhweGAv8mIbV+ijeH9NM6nW6DC0rXwk5AfjJlh5xq9we0chom2bGFmNIlHcRc3INqLdaJovx++jUCyak/+7f/Tv6+7//e3rqqacYQvq+7/s+qtVq9M//+T9nW/Ftb3sbL8t/93d/x47UD//wD7NgwrPHeO1rX8vC+EM/9EP0pS99if76r/+afvZnf5axVWjLr2X4CIjlgnobqirIaZJESpFn5sPx2Wnqr8p6yY3B1KNnclzOwQRwHpdQESrt+qFLMIQL30HjCo+ohkgVJmOQvy42JYcpOXMeZgSy8mVbxkIZsxSN2FwQh8saVrEjpWXTlgBtUStLIbTrCymCLudVEllU2+J1EYhCQY1tbcZIQ0ZTSF1MmzwYcZvHmDnAcRGFeF93m/TIkSMskGfPnqUdO3bQK1/5SoaX8DfGr/7qr1Ke5wziwyOH5/5f/+t/Db+HQH/4wx+mH//xH2fhHR8fp7e+9a308z//81/T+UTgPeDkwaaMZc3xWQ1Okut+G1uNC0NJt6jRU8/sZvpugODtfT1qnJW8SySLYCBrHlEZ46c35wcJHViOLRoU6u5ZCKVOCcdGq0VsS2KXyLnj9+ByyhSnXCbqTMBZk2Vakp6lGtRKUEJWfSGCbWIBB87a5FhJtbFABy2stDz8oJmTxSzUGe0bXeCarq4uFR4HMZsfMFTUALHRmyz3a0VJnwch/aM/+qNn/X5kZITe//73878LDThaf/mXf/l1OZ9qGlkQSl23DSrRnIwkM8oE2rteS90Ruvepq+jE0e2hLINaBeW9GtuhDAmBy56jROJVG4QkXUN0X7BfoU21AM+0GEpDQIprOadFTZNBlqSjnWXgI+TKXndLKkcZc2ViXdsngglRM7NtzPSPVmYieKq13YEjxOeX+TIVMSP4AQMlz1hfWklOl3TN9MlKaDPVitZ8LA6ZUcOk17rUb4gsKPITosb6hZaZKMiVJV+16Gq/QX/70E107PFdojHrJfUmRbNxQjJ75sSRpxz5mIizI8GkjvCo3mxNfZNGDpKKBwjJtCzhn1VsNqKzJdpOYaVSsukR1aq3S+p1hW6Hm4opvskmAJsCFk416p24lJu5wQ8DsvpXpVqAOaqQxL2zT2VLVD7P2Ykmdc63qLa1pG1ji0mkLs6hmVVD4viOlqfqB2xoIfWswtbMNXyn4si3IV3h428czeN9z1xBRw7vZLIvDGjOLpZn0Hdvsa4e4llbEgjzd2oGPi+9unQK5KP62g5ssXiFn0LolPSxcZn+FjYVOEvQBPvehzWD02O4LPBaDZWSJWVrSh8T806op48VAt58q095XlB/tkn1E3W5pqlVqtf71Kda0IxmMIWUvNCheXg/p4sZGyILykKYrJGsKavidBqKDiOxW50mWG636JHH9lO+jJbjMYWuOQsQMaNyXArW2EPvqlaa1laLvLwrp6jLZmKQ3+rdLY3P7FSFEEslymWHx5wqxk/LCMxbthMLqEBP/FvdFzs+6iiJnavCq7Yuzhks0dzOEYzPyK6aKKg11qGd2+ZpstUm0mTo3vYeXbn7JO0YX0iSnQOG7BLKpaWONcGtOqyb5SNh2OSY1zmYSyrv2D8J2TzxibdpPHpuG3XmWyFCxNlLDVd31CjS8g3cQK054v1DS41KthG0HwuzAezO6PU1UQhz5iqwXF+vn2MUakLAJmXhNqF2mUy2H+vqnIRY1QyQ8mjJDxAuKHX2miVNTy7T5MgqNVFkeL4mZdDTfdo2shTmMgJ5KfFb4NAKM5yGSap9BTa0kPo0MY9zYsQ/fSKuZ26O9/vJI7u1zCM2WuCEDWCY0Ja44SgJhl3IlZZasgFMtB6JGyCczQUVvFEtxHOtcSyWbtvWrdpToz4mRBB0QFRwrLjK1FYMTXxmEF7r7u1Bio3FNGtqPAqx1F6pSQGqyJEeNWvSxwmOYX+qTwXQi3pBc8tjGq+Psyev6ZwPCqpXEJcQmP9CD2+wR2KIFDJhmyoJn6Z7mF8ZoxPHtkcYRuEgCz9aEwZkInG2e6HNZaGZu0KtyBEjNFGYdDVJ2jtUEpw1mQS4KSctO8qcvtDeGB4aolTKgBIxTdG20LoG2HM7cssZ6CskxIKJ81AtHAoDFWYbKdgWbdZ7tNJj+J6KsYLaO/pUrtZootdNVpokXDxQN+bXowSRWvNY945THDKVEmtOI/WRZtsmWRA9WzlPzE3RSrcp7225tEgSBBWZQ9ZeJtdZDcQPJeVM2AD8SpZ9CCoD7pr9FAB3aECuIVJuJkBSNS0VQYYTHxMkt/I9vH82I4y6R9Pi2AmyjxgrjeFUS2Ixrc2aE+FWi3JBI0MD50UgZgMBG0gv8tE+2+TX7zsi567zZQ+/N63SbChvaomH4I0t2uiaND67aZ29f4lwSDTt/ZK02GlRH6W+iCKpXcfaSzFHhnfayrrM3eVK6iO/cwl0ihqvV5gJwhr6iTrqHT4X954bhE2aoanLvoUp1cEKV+iz+FXQWRitF6lemrXEEUxVq0Q1sZphJ3PeQPRbL6hX5Lxkd9t1Kd3PM5rYsUi7J2cr5TbD8pxiPD8Kscy2JZ6sdWwAIU2dpDA1PvteY89mZ8X/yl9LqyMC8WhWUMgNddEiePm8VE/0qRhV+w5wD3g/R0U7Cmmt9a3XJg0qVBYLDfuFhu2K+82Oj4ux82eu0zJGTFAROxd31tL3MLiEBJz5WLq1bSOXPUOQXdkKn0OjoJy58jMW1Ha7waFfzMYUtZlfwLLx48MdK0G9F+9x5zRxfO1jAwip7ybsiSJ8gomvxZcRYs+U0dzSWGCes+RkDKa3YTIxadvN1Z+a2Y4lFNoUSzWEBUsyuiLDXjTnJXDlO+1nbM8McQFLrYkwQdCtHh8DJgLMhlXpBxbOTfbnyBzUcWL50zwBqSwVlS1sehH6YnQiR+1SSd1+TqvdOvVmm5SvCPR22eS5pFvzhYMjMVYf/8VvLiYsuu6FNAbjiOPMDDA7cNmH9iKZWRztXoPOnpuMS7TLkOfYtlr1gVIHUSAwJ4O0YarPIU4s8RZVApkYMtzFqdI0OsZj1IZzyc0Gd2UMwMMBk5g/25S8sbRaRM/7kGWvQs2OmDpdTFymDwDjrZZIrQ9LEHC+MNk1VhUUGLI92teCwtWcRkcg+XFugTWbZjS709Yhax8+eE901di0SeMwm5MbEiRZ9y62H3pfxRpSvD5xcjfNz45LcwYurTDIJuV1Ygx0IaccO2oUsu1IQYWwJKrtKpoLgioRnjKYApZcHCjJ48nzMPiII1eMBKDNTexLiguwSJPASlkkckDnO32PIWXR8luGmyrmC5Z6OErc4qeXw0RlfBd291S+4ljz4hi2Avkws32XZkOtbWwIIa1GN2JHNxlqyjnbVaZwudOkLz54FVFPp8nRd8ewpoLuXBKSEcGBmoDaNQdIoSY4LJqJhGWa641UYHzOZmA/CfVFFEB8jvM3HHyUx8z/kH1v7Hu9mKMaaveDB69pf3pNcPCshJq1cKNg+Inb4SBxBq15cG7jPZqeXAw9U+NcxpmMePNgYo8N7vgcUvjWcu82iBaV9LEyCqz3jlWT+mnF+OITV9LCabA2Gz1NpGOsFrGFm4zEElRHIul5qRZxUC3PMOeHsUzNnOdl3JjwXPyeIacsnid+6xvhQkOiEjQQTTAHlWhZriAdAb2P0vEESnNH1KuOnfFP8WVLJQp1+zXqFzn1V8SeQbSpMdahLY3VBLqvWpYeWLLYvencqGMtuneJlI+80CNtbuWe/sC0PbjslIqNPvzwQRY4g3iM8S7hDDVPvK6JwaB9XKwx+E1KCGF30sqETTuKRotLtGlC24bt3Fz7PemSzL2WHKsIp/xZN2YlSsOA984BAGPrsxi/OWjKC2Uam504wFaNkvodtUWxrGM1MJ6pekH1vM905BK9ixEkaMVeKYQ7Plvfm1D+fsRk6Oce615IMeLzGzWp9075M28Ilhl97rGrmdXYNKbdYKmcrOzfauyZ0FY7yoEDdFRo6LjGiTuCOIxTU/aMwIwTP9RL5/NxtmbBGcQO8rLtNGEEIVRJICnlfeCBigIaHhRFD5D3ygKtHr+EUYVJhdMQLQ+B7WrJitq35TyXMFu/AM9OYrF7fm+mS2jxmKQTXPTYEEKaJDc4ntFhCADG+ZUxOn50JngG3htmO1ITNgyrtPJh617XmFeIJ7N23aDylh5Kfn9hv7WS2lOanGw9npRsLNcIV/Co+0oPyUktLmVPU/HaW2XjyOinv+FkFDl3gc3SFYThLqwGsD+hSWGHW5wfnFRb+nTV9CmxNxVPtuRlDy55x1TmPg1FG4b6bHm9G05IvVmPYUtQ2v1CsqBsyp44sYc6nfoAFTj/HTScbCtRHAHm4UBZyJRvlC7f3DZRTFs5J4REXdKH4aChe4hmxmO/ucJJlqMaEqTVs7cSD84FVQ3K52VsfhZtYtjLGuIqVaR147OJsgcI0BgKBjEneK0RNcc7dHDiXLqkuyQTWcIvVFtmNqm/L2tPel73QpoU1KXi6nxSW/sFGzx8bGfooGwZQ4aRmi3nIz4sEKppjfgB4DcwU6kzEm+cgXzE3pedPchIgQgCBNmynUwrY/CyrCFRI5qw4j7sn5vqtmw/mtLHJGbygHA6n9nM3M/JCCZc/J7NB+Gr4mU+PFHCxLdlZIW2NpaT7i38tevbFGkfDdZLmwvbnbiY0pENkWBiGtI8eL80RZhE3mP6lrotmj8zHm6c0X0bKRjnkXLRasnNEFiQWJhEMxnwXltG5pB69upRdyYFb0S9EniaJJtJhAoaTvqICmOz8egX2r0OyzXjrLp8Ywi9uCZQowbKkeqy08UFeHEusqrWNCdNSX3NdMgguLClwR0Ajqt6STtGFpnisVM0EgdUqB4QjRKbNNir2uuet+QHLHVgL0ZQ170mDd1GEtgpbTDgY89ffvJyai+2Are9RHHg/EiCR4ivK+mXOBxRo/os+3wxD12TOXOJpLANQg7TwKo6YR+yLWjCriC873CHEfj0FZ/Fe2hfBub7kbOUr8oRTAThUGFMepkqxTicJmupI0zWJZW9nMrlOoP7+6fPUq+scxmNx0d9YITPSd/5zLIIQaVh1LXC+eteSFPd6dPx0icZCmduZZQef3wf9ZV5zmLa7LXrMsnUNtCEan9aFAjDatnNLkUokam/J4tQ5WmtveEgOcAhVnGqsAnzs0a31PvmhBTP4SSXJ3VTWkoiJxJd6UDNY7z7+rnkAERDnGfD7O56QY16nwpO0ctoevsCvXjmMHXYHpV2jAbYG7CfzmcK5AscBZ0bzQMLo65lrHsh9SE6i7D45SrieRk9/sxeWp0fEXvU8ENtysBZQCocUrzmhEWjOAKiq2eu7cJHTwik094mAgh4ylqA8z4si0mhItNuXNoMx6gZbUku6LM6frUn49AmYR4fd2x+HgOyiJQnTDMbnJlVUMefl1QH+UMvo93jc9TM+8Fp6nEBnjib3F7c2Z4mgFXx8zrVEnk2HSc3fNqYrYVhCXTu6amzUzGxw5wiLLmajRSoZ9iWjOtc4GfS6k1rewihwmidl3Q9eOjgKg2tGtV5wV2TaJJmyuvNNI1aatIIR5MCIB8jWUaOG2qgPDAZTBQ1VzTqxOfm2qkEQcbDXCjGifzZVp+u33WUk3N64L5Xenb84/CmalO28bWPQFAC3mlynQPt+jaXezei/Wm2UvQ++ZUyOrO8hU4fm+b3xmTHtURgKVnOEm8czg9HfqyBmFV3WjWnalLspzOFUKlGhrSzHMwIeOQhJm84qzFAOw3HI4ua25cjYyDDir1/x4gX+kFZyoGLNAVkQMtX+Hurf7LOfe0adbt1zoTasnWZDmw5x419O4V8hsonLP0c23f/zFHC5/gnMKsKLmtbOaGqL/BcY/1795rQUAFHhIJQy21hdz34+AHJm1Qv3kB2awEeoBptemCQlC35Qumox2RHShhMmE4cTCJILkH8e1E9XThiyjJiio+zoYAIAE0wocvxgBQMX0UWaKHSMUcNSzUf32ArRwZh3rVgubHBg4c8wOMvgQYVsvM1Ws7HKBvt0/TWWZ6jlaKpThOE1EpwHCCvHVmwjeRJyMOP1uoeQzHm54vJglr3QspLcKjFiQtHWA1LokOndtKhL+8LERZPG87/lFXZkzNYBlQ1nm8wkNiDELiCS0jgzcMWxbLP2kq1NDx9Ae3xQMj3tmQLvymFVynCk1JmbM+rQqUMIyS/WMNbvVjmPRWCJv7Isv+hhftqn7Jd27V2jXXq7szojmsO0dGz2+grhw/Qjpk5Ghtp056p81SvgRzi2RZimWEIbuA6CJEm18l3DWPdC6nH5IQZUd5HbtKMDh3Zzc5AxQ+RJgi4wcrX5D1qxiJXy9DVIxa6IWtE4Bz5HM0TBPtkoghduhkbXS2pjaQTFySwRJbAp1+g057sWyJRJTtVjQWxB6y8WRo2uMiYhVNDNxLV+sgjAEZr5gxaRy6LAHM7SLyuIAcgo237Fujc/ATd+/kbqNfL6asP7qOySTS+fYn27DpH1+0/QgemzvJxV4sG1+dbSTjIzKwAD/jqStGgVt7TEqyLiTdtAJs0oR8faOUify3Mj6U2oLVUUkgofO4STaJJYHXtZQTaNcnZKBMxQP4FktpAIGHevDZ04EQPBAnUt4PDZC3AC/xWKcFZ6BEy5bJo2Y5LTaz0AwkpFg5VG5bLU8yLV0EMRX+1tITFbGKONI326fP3X0vFSk3Mnl7G1asLZyfo8QcO0Mf+/HZ67LF9NJ0t0ZGFaWrmPWplXWplPRrNOjRZW6Hp2hJf30Ozeypkuy9gH6dLbqhRZtMj7xyu55phhRp0/QpLdKC20STmAKib1rS6e4QjYV8yTbQem4VR6p64vHkMWtCSRqT+XnqIZiEtzygbbYnOgJvCTNhehIoALoveGstYwrkpjTgEOHQ7YaDe+oLqkq8jlMNo4waL73OPpnpGJ49sp+5yM3aGVrPHav3LMw36wv+6kT53/7X08H2Xc+XDSN6l8bxNU7Vl2lc/z3TtD5zex9ST0KjoaG2+wSZOakOXFzY3KwkR0hOUaPf+s0J7g4lXWxTrUmBGts5wKgzMWqIsIT6r3iJPQcACb5M0GbMSEWMJYXgLzpLWJhnHlCzLmlG1VFKGPIClmrN1RfhhanCGvvHb67GZykfzSpGQYugBb2ftJNnkiOYHU5grm0qEsgKJa4y0WdM0a+u4WqMv/M8biY40OEkaWhTadFd9nlZWW/QHf/Ft9Hf33kqTHBkx/q21O00bwib1HJkw4AGhGIxsVNnNbhGjRZYRD8HWZRmaDENa0BBHpIhxUB9elMpQ0UqSac/HVDuT+e6teYKeEpyk0dNEHTCccAc6IzDLqDNuXZiJvX5k4GP47H1rWMu5q8hq4ox7yV+1IaFdnJM4W7hOOHLMJRXQCteBT5f/WLMf+52yo9WOcBg7d/yQ1Gm5mKD//chL6bZ9h+j46lbaXl+iLzx9BS3Oj9JIv0c7x+ZjzmmAmDchKB1Oe4bwvQiqLfur9ZrkWZptZ8zGvpzDVYoavBPKi/mmiVZizk92emLlJdfsq3eNiA4X7S1LTyQpKRGB5W52yFjieibliepo0rQ1wUU2Eyo3taUNe9A4PkNcYlow+O+QCOPiF8Y9abuI2n+MkJkP4TSMNtcSajcHAfVw3fmMCBgTu1Jr0KEv7aenH9lLq+he2QRzS0aNqZK6O/q02G/RNlrScCogwdjd+bnG+l/ugwmZppdJWE8jI8AlQYejyyKExjBHX9YRYvTIhNJokKXdmYfODo2B8Ro14giUVppybdKEajXVrOZMcT28mhEsgJ4Rr6fZRXjV/lBcdWo9RpWa0SJlIbCgmtw63wFvDZz6Ro6m3UVCEIEPKMfhnqMuD0CuxUFymlrImC1ajp+vU7YMb0+qa40Q47H5nSHxxRJN1gpBrXshjZniaeZNyIEqiVY7Dcm/NGhIOTwD7Qx7yRFbDEkeXIkZdyomg4QbuRkDe+zCsgcQ38qVEXkSza0mA4c+hZ2iOyH2JTttzDCSxSQR8E05QbIIk9GMxxCoS8ezCJOiFbi2sOLqcm0miTW9tWusa/e+kORCRKNni8BVFUq7VcPKfjSSpZlijBYs12i530yy9J3/+Zxj3QvpQLpekp1DtNAZoadO7xDHAkt6Q0OXVoPeSSssQ128aVjL3FebTTLq5fcQCE7JG7HEY7EJMZAJxTylmo7HRXOWGgizAV3n9GEplEkvZC+FrnjW7kZMBHPMzDQRbRdb57Czh2F8ARpEMAFF7imn62n3PqaHHDESX3c+eo3Q/BNHetQ633cVrq4LtT4YyPQHNU+8BzF8upax7oXUaMYTWpfQp0njzO26RHS0LDjANEZqq5ElNge05t7yRgMAb06I1sAzGQM4ouZ0KR8TR0iWUYGJhChM0wA1RY+FR00Ji/6UmrIXe0HZxVmZiAi7cN/rV44t2uxJfjDRfAxVAuOxM3TARp12ZCEEu5ClCQKdyEHrgxxZsZchyJC9pctqwe41gcbnSAoXDq2MRmo9eaiG9M2ijS6kgQ9MQ3PekQJO1+nVqTReTiuwU03BNpvx1sNJQGa8IwiLFZ2OgRm/VbyVCcLUxpUEEu0Rv4JjIf4eKXECa57hnup9U9CICpHpch40J9NLxtKV0H+UIS3VkiHaFK+NefGD558lQs51VE6GWBi1DstIKpj3tF3S6pQW6idl2pKUg/xZHL/ZL+jKiTOVfgVrH+teSBk81rkJfS71PfoxffbhFxGdbQQqR9ZmiB5xDTqlRGL8xuyuyIjnHRSzGUO2PsqNlxX0ZzsT8XrhgTIs1ASZtWZU4tRDckoby6x8b3ARBhfiuf5LPvTp7eawMwX7JUMr/tYCGJaCGGq1jEpSYTisBJY9xWS8DGhITZWA/E6qXS9VRKq21Nq0Z3RW6cplDM863aBCaknNPtpkuvTU7FbuJoLaItw46Tan3ergHFiWkwmoYZxaswObTnopWZw+9mrin4aQo2lAafiA5Y/5QWH/aggTQgNvHQfAg2LHLxp6LrpT1t6UFggaaYRhsD41j38WztmEWc7d7Fa5dquXUo98TC0AQGZjqVnDCS/KR4XJtfJorsVSswnVCwLnldSmGhc4xpC0RpzWuOKveyGlypPrn92Tc1uJVnNqnXVECrnVpwsEw8MeevWgBW90+7YYPwuROhfK0MxaUnNLGTtEmYdGoPDelmquje8hQVrgMLNBc+CkaqvyUtqR+D9HkqydjrGTOAEVzajNd03LGpLgPH/PBWDZU1x5yhCYJbDgAZIOfVgZ2F5WiI4762mLHXPIcJzGQsbmAK61tVJwi8fqqJZAb1ghTRj0VLXYonPk9IzUqzNfkmo5Zq+LEJQlI1uLGbbzEF1aFW8X/7g6tIPMp1iSEbx77W5npcLWkFawRgD6EpLk+L2iB/jOOoEUDc1BtYx91vKKBrBJEVnxLHnZx/I5RdEVCvpV2Wghfb6shYf5bzxoAOTBTg3qyQklPrMQseYEMEeqXrOYRSU15+RBgxBPjK3QSE149q1C92LGuhdStkMTW0i1KjzuLlotmvdqDCOqFRzPU8iQ0kgSOxamkazRg8XxzW7U30ttktOELGDy5EDbBDCdtVLB23N5s3rYmS7prFGVYhLHhiBzod6owEuxB5Rch0XDoE0ZAjMYy4ZBZlwxEDOwjFUaWhTwmZkvkkpYplxSqFbdAlI0O5Ze4yqcvoxhttYs0db6Coeg+X44vHoz4qSjvCDrcEldtK7RpgiW4GGNuUI+sSWQGLhvzcC8hlYBYEDeLWEGHQUwnDUWWKFz/g0oF8Up0cylUaE0h3BgmUW8PnMevy3lENQADbVwMno8izQ53ir5HHamHCtoWGujowkqsCEZE9X2PhBeeOcQdmh7u2YINK8SaFRRELWnIy5sWppta6w44HRdJWpu7SSCGTm2Nx0nHWn4zf5a6rVotj2mS5rilwpih5ofwxudUErkJkI7loQi+Kd6zfo737BBsoYUm7TElRFEopxW5mz8GDiwHk8lR8PkhmMjMwvYnu3VpPpUCwZh+oWMKMvg4gTraIZwTql2zrMIGyMNeMjgzRRigzKjC1OXWycVEWYxicQsslopZHNxGBcQG2d2ZdSaLZmLddfO8wMRJo+y0EYXUgPy03BoRvOdEeZ7sh5MFhJFNSeWUoGXxPAPoLjijiGOreYAg/y6FAYN57wC09IGwsvvZJlkMrMVA/Zj7VHIyKpLnqr8EAIlkI8RQiCJw/I7fXcShtIsMqZZWtUh4dS4hIc2j11HH4mwrp4PJ2EjfVAxXdib3F0FbSqBBXOvKsnql2ZoJRNLbJ+aD/6AvwebEJQOa9hgdI/28J5c2ip2IBwYZLmNo1GYCoDagsG758QOrWt3WjQIk0/MMEFRNWF18kYnzgLrNDSn2/kGZqaJNXGEoEX1nGw557biwCeh9WD3LscMf2gw4ZzS5dseEFNlPllEnUI751DYp1UCwgYoAgiBxIYIOmA5Z83azKgzXbL2Fns05ppyAnVBNFLr0MToKtdDlRcww2ijC6mk55UDfx+ZmxZHyPIpO9JGm+099YLZa2f6xVhyzJ9p4oXPs/RogNmR7OiMafdkV3pi0SEb6GdvRXayQSi3pBBhGkIKweXNqJ0CxAVoKpdrCPisNddVcyGUjBj8pGFeW+qxe2hLJtPlngBqyysOa9fe5VY74u2zw6URMsOC5QFFm/OClloNOrkwNeAkRfz6uce6F9JqQglGu9+gkyuTXAUKYFscCQX7dTkTuy+mwkn0SCnAARtpQohRP1Y9Z6mz14yogKES1Rdj6xrLMNq//zRNTy8GJ4TbeFsqXD1qbNN2ITTJ30vSCh9Pm9nag5LgvJa8wil6UnSXmh9aqtKE8GEZx/f6cDKGq7yo2J0FMJjtRHYiwQfYo0a7jhUgp3KlRg9+5fILcEatbaz7pOcqR5ElOaCiMx/tUVmzlKEYCWJveFS0IHdH1iTiwJVkFblaSMf5mc6xt/JhdB4x7BEPBLOXdErqBZ4Z0TjnF8ept9qUWnrglFM9ykBIoX2WMkopfULkR8O2XbD1IfSqWd0BC1WILBQLWhaXK41hB60JDSzHwvVDSJlWHQ9uLsu7teWBedQF2A/Hb1y0tuUxCKarlbLK8gJhPXVoOy3d0aKJESXXCo7T2lTpuhdSG2KKaZIJbngv585voRjNIkhZRis7iNq7+py/yXikzhJT54AbirVqSbUlMRIhICbEEnnRMKFCOSxY1ubRoCxnJy6dGRciNKUfz4/VA3BeWtWaarCE64khJBEghoQA76hpYskn1gUllIgUWl6CDH8EH7CyTElRIJehKNsznB+caHNW25grCiKlI/IwIXmb+a0WlDADUbrFWClrmWBgiq46SoMkZ7TRl3tfwClNcFuNLmXcoEi0jyR/4CYANimJRvtU7O5QZ0+XOeMlM0mZO3L1quHBtmMGkSzxsuwGW846e/AHDlDnDCtBD4wbypZJ1NSjgRhs1VJtW6NrtBxNIXaQc2dcNYRp1WFTLSvYbHTsuL0OsE6c+ypRV6tK+aFTsl6hCBJ4DFit2J6uwYT1jMJvFmvcGp2vjR0vyQsQ1EASpIt2Lonl1S54mzapDSkT8f2EUCWKFjA1JEeMCReNxe5ZO42UNDmxTG+96j46sOsM9wvtTvfZBsNyiGHkYgEwNwHFP4aIIh7qKb/tPnFEiYnIBFEIVQA6sKzi5vcmQEUe7ybrIxVa1qp187QjHmumiBFESOKHlsew8Al8xXVM7ABpgolysbbmiMZOKJVQaAQhSzdTo7cUW9U6JsZ32f4uqblQKNEaHmxE0Equg0KCiSzvF8/0vAGEVJNsXW0NQqWNRo96y3Uqp7saZdHMc9z08T5NZav05CN7aPbYVsqXapSv5tSdRIKF4Jpih0lVKCc0K0lDcFIalU4iqtEYmlHVzvVK7KyIZuIcTwXNscnIWTkWBNUcJtOipnmxlJoTZjF8H4b1USh+YJBtP6YNcLtCqGaVoRC+sRMZjZ2AoGmGV1McSStS5E4n/HfJzqPY5SLQ3HQN24wQtU6vUplLBI1p1lku1Tm9mGTSjWST2oCQIiNnsrlKp/NJqkHrTRdUtHL2aHFTR5+p0dmlXXQaDe5mwHqizHpKfeM5P4X7KXYaCfamLvf8qkuobyiGpbZAaXED3rnWAik0xCRn4GhqZJwVhdAttjPyNBN4tvnygh+expwmyGitlWnWUNYCOxRtwVEqDaqcY4JQiABJBKp5nmjkXEHdsVwcx3ExCTjKpFEqjkYtwGmSUhueU22oJjYrWgQVVNYwazl14XxOIgtKFAVn5ju8ei1jA2hSXV50YqCjwLQxWXZkqV2tUXertDEeO5bRxKGMiW8BkHNmEuAdpSY3WAgsJBAMLrBbkBoig36gFU14BWuUaFTSjlGFluEahpUsWqXMeVY2rcLVmANSULJQeO5U3n87pzrS4pas/MXR7LhzhoQIbCaCj20ApZnwjx0nGjmPjKacPf0VdAhC/H5OIChekfT8pVYKa3yu3anl+iG8cLJwXcuXjVBttWAnlMb63AZSWKKVx1S5TNcy1r2QxoSGWISHqXnRzhNUa/SJVsBZk0ukCYx1vsscOzLwqopYoKflyUgOAWiNTB/O+gEdI1o1AnfVdLugwRRtChpYTiRh4guxe6WyCYGCftRg0kJHBbpu+aYK5odueWmGvHXI432Q2Lk4KJZtAP9YIUbOysPITCbc+7RkEwMpgoHbHxn5mikGDd7bghSo2M/U8/xzm3PQAOmDkIOMN5duzvG+rH2seyG1cGjMyJfE5x1jCzQxgly0kh0o3OxQL6QxcysDacxqBhFyN1EWvCw3DwkUSMTgxOCewDacd+r5kjRznpdLjel7J8mYQwAlSetE1fewUWEnrwqkBfsXzhRuPpZs1rYwESyRRNEF/p12NuEkFHXimFqSvXeJqoGYwlioMVhoJ4WwAgLIHPy9jDoTaTc+ePsSSRMzx6pnfT9UXCsQgdVtNd4foD4+R9We1QbEz30P1/nw9fWeRree9Wkk67HTVIwX1Jso+OZyQZ5GedCrHq/NWWnF2JwXTSsgtQD2HMteiJWdVrRmhAvYztooMi7pKktxThIbF7Y88bZdW3HNyq8rMx8EBw9Ib08v6VWK38F54/1pTXyo3NQ0P3bG0HlvW6TRGTuOFUGcMhZ+aNAtwpNv7NbIrkfcnkOu6C7dLmj0TJ/6E0XQ1JgvjudrNYEFQ9rTmQQxUFOVF9r0Vv8lNIYbXEgxYAf5tDDuOwQhbPYpg5Disy39QGODSA9GKFZTHnmDfiwsyRgg7NZuTLywTnXWXpwjNaGmyHiVNJveJ1Zb63FumwP7UVLpMgi0BiC4Rr8DlpAaOzWwf4XwVhuacdm0/AbakJdk9drxDxn0vF0LyIGcI4QWyz7sbEBdeTtnc8ZWBAvN4qEbP9qhsVN96kzByRTGEp5PE9ImclCl0wpQEHvoOitNWum0BsLTax0bQ0gd7GHFYHjbKvsC6ANHxaRqZ2MhLJMBLcnCx0Szim+qKcAJJz1XMap5oOwMhYYMomG8kMe8TrUj1Vu3WL6A5rLfmmpRWd619ARJ01zIZyl6St3YFCeOW5NjKVY+Ka7xV6wVQs04aZdoeZdoT87Ab/blAdDlO5yXZmGNnulR0chpdVudSo3USemysQdyKxKqr/S1IhUZUpqNf7pGswvj0vwsWc82HacwqlMhPkpGV+84yUso24/LOXW3FMIhOmI3VgQR2qGxVESaHCueE1AgZCuZnWj8oEb+YJnqFvtnlg/9na/sDBrV8EQtvMsM/3QlK9Zgl7mlxuD5g4Yn53otNkmsMM5KlaHtFjWvoEa0uF+zsdoSEr3l4GGayAA3uLr6lZKaiyWNnIdWrFF/pMbnA2eIuZ6QwqesJjiuMEZLHT6YHvvjBdWWBX04f3pLUsh8MbVOG0RIo2cfHeeMdm+Z49bYcJ640WtLlj0sVczXpKS4UsIrNqIncQgxf635CZpNS1BwsyGQ1uIGAzeT2UG4VCPN6wyU5ppZxeQSJLmcIayptOUcDkVanXJLmZCbBgys0dwsreTsKwgpfr86Y6l34hyhTOTGsZPUaPQ1lKtFhryNrSASUYIJ0tuKg0rmvWC2kohjDiIGU7ADU50X0+HcM1Mh3ediKSI2BJjvW92ayIJ6cKzeoW35Ch3LoPqUNrEu2ebQMELNCAHNqH5GvGOOS1vTBWWnK1AjhDBh7rxrJZuVrP+YIsURGe5Nal59tH2NAtJoKJl+vBShh4D1t2t6HGtuhbt0aZWyEvXUsQ88eLAJtR4JBXHQmICPuNW5mivctblW0J6peRrt92kRqMV5I0MrOd9WOkPHJhLFaEFZUWPQvj8C7c1XQ5TViHOood23FNSczaUcerGgpScnqNurU52zaGxsLvc8vA/pM9gwYB/tmzhPZSfjpSnkbFpSB3u9JfeQ50wjlC8rcA1niVt3B+Jax2Ki5cL2atWbRupg2laqVONSL3Q7apuqs1JoA1zgrpaBhbsmzk1oLacnLsfuISHGzIW2aEqgDoEvQH+Da8ExV7fk9P/97Cuoc7zFwuw1fGcyV2dMHg7gtH04ZCVRe7LGGhRmEQSR5wbY6Jie87yWkEPQn6nT+bMToWr0YpDSdS+krvdIYgdZNtTExAq3/ZZ4uCRN8HKricd45dY2Y6INbTmF9oANhpF7mzF3XT7UiweUwB3xmqrlDIjXhmV8npwfqj3p1VGTpZyEfY+7hqhjx4QPmnLIeZviTZuNynkBaJIGMB55BtrPyRKT+ZzN/EBiSJ/o7Kmt1F5phtwCS+a22ilO9YPmHympZ5WvgZwX2+YMUdl2NRTyYalekhWh36vR3JkJBz+tfax7IfV+ZOx+obmlZUYjjS7VsezN1hh+gSOFu8LZ8VoRib8ldq0EXPCO0YkDFZxqd4bMd2V4hv0qmkeiUtbElo/fT+1MI1WAUDP3E5bcuZIfgj4gKfXOLPMKNmZw4GBOqEbnjCUfAeq66lSlOhdDOjYswzHGTkmdPbinDA2wYAPOh1tKMtSUUXdKezEhR1Tnx1NX4jra6AK4kvMDwnYpOlQ3iEam2wkAtVnSPGRUC5uhScdHV2ms3dOyZuRH5qyFIKz9sUKcgomCSzskcVi0nNF5M29T6CeqtDVaz27dPPhYmoXEdehzSuhgTHja0wkC4jOGgArUVktO0mguWna+2r6uz5hFQqGBJTdWyXatVbjyRonDJXa08V3xcq0oBNcpcXdoCWjI+Wn7HhXccgKgfCGhYIXMRs70ORiAf5wNhRp+y1Nl2C2jYrqkrZOcmR3r7jdLmmVU4eNgl2oF6ZNP7qXe+abQeUM4ldXZkpwtZr86o0RisC+1wtLXP3ktaeFBs10Z7Ec20YrkchrljcFcuJGMbaJ7XFc0b2eLOFytWdPgorESEjQ4UQZ9aUl24DsNpS4S5QqMJprQYsEE1vjQjCBrCyQXFuo06iCYPNI+8ooDJ+mKsfNCPc7pigWNnOtzgrZdv+xPTAkj663t7NKWsRVHCb/JBRWGZUBhxAIGieNzV7zTDdfHXmEUMG/gJqxqw1bcwFFEcARQNyA9sEPrMhciVqpxxaZVWp5c4t4o1YBAImRovEtMOLugvFGWza+OS0MFm7uFKLOKwVCcZ8rVAgJ38fnBprZqUkBInOMpyc4hX4CpfJBLAKcH8JE5bhp71+pZTheEuTKWU+s8wsYFXb7rDC0ujgqSgFV8AWaC5C8wR76WUwteLA8nHrj6wRWB+3RkF2Gbrnsh5QGFoxMiy4x1HnHlvV29oYi6sIBKphN70chIRwnENniutVB4J+FA86LVGTIv3vGECnFCLAk2ikjTyIGnXiNPnBMAew7Ro1HkDWiZiCZbc9kJC5vWQWldvjlkVn4colaaCSVM0sh6itpcqkwdXqsPmMXkIYCI3+O4q3szun9xD82f2cLn3UUW1QrR0v66NK7wUTNLAlcLY+e+80nhHV92tZzk6yWkn/jEJ+i7v/u7ae/evZRlGf3Zn/1ZKg9lSe95z3toz549NDo6SnfddRc9/vjjyTbnzp2jN7/5zTQ5OUlTU1P0tre9jRYXYXTF8eUvf5le9apX0cjICO3fv59+8Rd/kb6WkbYH1Cwo9wBztzgN61lGUqhXxw1GFSaiK1wBiXofvIoLz0uZ1iWx52+19LaUYp9IrrCmEMZ8Zy0beRmWeH9o48i1R661eCPjpZbhLwg2mkGwwEWisnIKnp/khfquKZbozBodtU2tjFpzBZsQCBQY+Rmfsq4MITlF20QaxxM0ZXuqpCMnZig7i9Ao6rAK6o/mtLrd9bTC9RoRRi5ZVHjYdk7ODXTAW6uPf9FCurS0RLfeeiu9//3vH/o9hOk3fuM36Ld/+7fps5/9LI2Pj9PrXvc6Wl1VejYiFtAHH3yQPvrRj9KHP/xhFvwf/dEfDd/Pz8/Ta1/7Wjp48CDdd9999Eu/9Ev03ve+l37nd37nYk9XEklcq8DwuSZD1ye7sbJShZMTN7Q8hGEWdJ/bUjD80pkSZ8O8a+byDEkiooFMK8b+oY4Z2jlS4E+yZdUw2kCZo3VJdQQJjKBXHwZrEsb4Kna2DGRCzQEd0vUk2szSJaRkoL6zNQ+ZWaFPgOUVgA5SNSCT67qOzwwxIQGFH6KCxo4XtDolTqZPc+RzR26pNsqAlI025eRSEt3nKeL0+te/nv8NG9Civ/Zrv0Y/+7M/S9/zPd/Dn/3+7/8+7dq1izXum970Jnr44YfpIx/5CH3uc5+j22+/nbf5zd/8TfrO7/xO+uVf/mXW0H/wB39AnU6Hfvd3f5eazSbdeOONdP/999Ov/MqvJMK81lFWymitvBZ/bZleZqGDjcaRHmiiOrSXAfWZQFCdnN93tgO0rtHE4ZLDixz71kI6rjdSTawNnhOu0JDEbAV6Cg8FJ8tpciMCywIhmu8X6to08sOQs1BYtScnKGs7HTNL+BqXiAMTlhPKAD+qC+blevEZhJhtWK0Y7Y7nofiO9zGLxg6oYhDko73dYvhE7e0IJytaYE3PEHGq9WhyZDnkklqKz0D16D+GTXro0CE6ceIEL/E2tm7dSnfccQfdc889/B6vWOJNQDGwfZ7nrHltm1e/+tUsoDagjR999FE6f/780GO3223WwP4fRuw8EnWpPcH8NCPrHpWNGh2yYjcDwE1w0BLRkpHb08jLzAPfk5VpQFgDD6hrIhaY+Zzty+S1gfBMbUkl4TWNamUimfKIWjQKWUiBahyJJr4wz3BY5tm3XlKybK9ulxxPLrxTeh3O7AfMpCXWZorgMzh8yB+FSQSHjxnzUJvVRLvJPnUncna6pHGF9AbgtED19BElYwHe26ap0eWgHiyn9AWBoCCgGNCcfuC9fYfXnTt3Jt/X63Xatm1bss2wffhjVMf73vc+fiDsH+xYDF8+W6UjwFTu23GWts4sBn7R0PxLkzPY6wdLHJwUg1gyueFWBm3dRTA4qqTJyL7js0FW5vWHZBITLKM61yWcoSLtnlwa6RhY/xB3h+Bpe3GA8BI9Ul4mfRaDZkYlASctizbUiQhRJAh4B0S46H2qeKj0CxUhlyZogiQgqQQPSnO+R435QmL21giCe6DGHlJAEwytmJxaonreT5zVeAc2kHf/7ne/m+bm5sK/Z555hj/nbHB486F3U7rgbx1bplte+qSEFTFUi4kGAj4o9mmIyet/DGIxxyR0NuZOyJpjaWXG5lQphbe1YzTtZ3XzliHFuQNcCarHdEV8nEy9nGukSYoBpVudeNqsad2T2Fjus5BCg1r2luG7rPU1tVA4AozUwrL8VWOX+H3JmhJzMXaiT/3ROqMCYitLKqI93LDTcb1ABaCBR0c6Q/2BF6R8ZPfu3fx68uTJ5HO8t+/weuoU4nBx9Ho99vj9NsP24Y9RHa1Wi9EC/89797y0uFmxfCj8OzY7LX85oJwxStQvabIJCHBZU8DW4q4hWPKxdGrysYLoRnLGIp9099Cl3IB+I3CwqJEeJwQGcNP1XAstZwlU56y5IuVPxHilUtS4Q6WOP6M2apcmZEk2G1m0cOTHB+7JES5tQoFT6IJ52mzskZJGT8FsKLiMBshBbyQXDipHdWnRMGuWBvhs11ZrjxMd2IvJz/+6CukVV1zBQnT33XeHz2Abwta88847+T1eZ2dn2Wu38bGPfYyKomDb1baBx9/tRn5EIAHXXnstTU9PX/R5iU2aGuoWlsNkYcknB4KHBGTGM32fethdAqSAqx5CsrpNIkS23FfzSYMQ6tJtd8k0c+jFpNipwT8hBpHJiVrXZ6ulZ0ILJMbwTqy7ieSgSmhTvPH2ZM7ajM8B/7NrMx5Ui/NzhlecM+wHTpOcB34AvBbVpnjqMi4hEWQCtETYgZafQNujKTD23SNqdvt02c6zcd71gM9rRzzgmfC08c+cJfx9+PBhxk1/8id/kv7jf/yP9Od//uf0wAMP0Fve8hb22L/3e7+Xt7/++uvpO77jO+hHfuRH6N5776VPfepT9I53vIM9f2yH8YM/+IPsNAE/BVT1oQ99iH7913+d3vnOd17s6QpgnHkQX4a3jg5uO01bdy6EikvTLhZ5CTakEX8hfAqvHnVBoyWt7pDQoTcJAlW5C0eG5duaymqpCoPv+KcguoUU4YX3NVpl5SgsYEptzg6fQlycwzkiSyy0mnU0wcmEvqUKMZktjd/bCVsySOBNVZsadiUy8ZFdj2tozgq7SWeL5Ipyxeyi5ByYEzdyJtL9NLd1aGrLYgDuU9Zten4gqM9//vP0mte8Jrw3wXnrW99KH/zgB+mnf/qnGUsFVASN+cpXvpIhJ4DyNgAxQTC//du/nb36N77xjYyt2oDj8zd/8zf09re/nW677TaamZnhAMHXAj+ZtuS/tQgPQxSf2UUZV4wG6m7dIHSG03aIQQNq6QTwVE6xGxFHCv2gzF61sCYvhWpKBLpw1w7SOOlZ16NqlNKueplLk+PtTeD43LRpWT2j1e1oS2O1TqpxgVVyAzFlbUZNEmh7xgDEC2Wkj3gxTqrJLpxqqA3FVmYyap7LWWtC+PAASCWr9k9dkM+RhDOK5PBVoh5SBVdL2rpnnsYabSqy3EWYcJ3F2u9hCXBzHQ6YGRD2//L5b6bRiXogKoPA9JkApqS+Ivhz7TH6//3tN1NxAmh05Ks3XiVe7rVtOG621T4Fpj3sr1PSxNMxM96wTcMqMQIflO8fivIMbSVuWo6Fks0NCRxY+TST+DI1jhA48LGbBWWr0GrIH43NKXC+jP3WM1rZKZWjCF2iPBtCxV48Q1GiqVHHhFdkaDWWC+pM5Jw3gOOduzmjkdMZTT3aoebpFe6SUutntHhwjB+U5gKXtNLyrhq1zvWoP1Kn+jIiWx3a+v86R9/1hs9Sr0QthAhqofPfXurQv7390+zomg+xrr37Zx+WmpfIjNpHGY3WO7S1144JI9rT1ZbY2MteKyRXIpkDanl6o8BatZ+RxfFdDyizEQ20Z9nlh0AZpWG/anycz9Ya0W4taeaW00R7u+FYTJgG/JO974yDDIxM6ANgOQScemjHVu+d8VmptVOoSE0hBv+jnQrBtlp7KzocPbFC4w+focZjx2n00ByVTVkuDKqT4kI8EPAiUYKT08qOJjXHuwn0dzFe/QaqcbKl3uxRv+QIhNSo9enAjcdpsd+izlJTa+ljqJRvpNYDiSBK8gmXGMMhghOFHppY7k5porEVhGqJCD8gLKTKLW9syy4yFaJIOGa9pImr5ui6A0dobs9Z6q40aK4zRke/vJv6zHKi3KaaYMKphoxVxj6hGEwaoc6WdOETDW7dS7jjCmzKcRFMa/eIxmfw7kELiQjU+FMdKsaa1N17GZWtJi3vadCqwlqNZfyeaGmP9H7qlLmEjWdqtPuqMxplioiKuU5rHRtASDEMFZVoB5Z7Xv6ZQEuw1NuuepJetO8YPX7oMrr//quZHyo25nL5mboUx64ewmxXatY6aGvqilUGtECFk2Eo2HnmWKkdKAkgsaRDEpozWvzyNP3DY9PMDTA+s0yd5QblSIcDmqBlHflKbOUY6Hus/ylY9Ca19h1EDtqrSuAueZhYs2qTNCsmZE5RUDx2C+ptk5Y33ZkxWrimJmx5RUnLu8HiBya+glpn2rR42Yj2TRXhZ+6CqR7t3XYuoCqKsXC8yerv1zLW/XIfSkWSyJMrzlPHCkv/1Mgy3XbdE3TjjU9Ra7zNN3Bkok3X3XaIaqNQrcoHVcJJ0ZAip95lVEz0WeAsO92Ez1Lv7IDm9WNY2BRDiu8UalJzgLOUMjhuGS0eH6fOXDMIP0NjrKWF194iX1yGjcx6rsePiAA0HHDQQNSrXPjWzAH4LvYLQYWAIkWvttqjXiOj8SN9WryV6IZXPk0zqxKd45aTMAPO9jnxucwQ41dHUc0kRJqmR5diCEXB42o2FG10IfXCaY6Tbxtonr8xmzTzHt15yyP03d99D1394sP0bd/+BXrlLQ/RnoNnOZ4NO5BJdFULccHbHDQDKCILLoOWCJDz8DXp40L3xrx+Pl+N+2MYNJVZlxCN80tPJaUc5+1jQzDBd1WbaVUBE1QsWqNfbcCwILAT55JyGbZmY2lAAEwkqzth7yI8W6MpatNdVzzKGCnzCWDfoI1cKag3Btqf2PTM7OMd+89Rg8OhgxjpxdDtrHsh9ZJhCQ2eICLQlGtTMkgWyMy2TSzSq172Fdq37RyT7l537eEA+Eutu9Y5ZUTbasv08plDtHfqPHvbwBVD1SiHWWU7r0FNKI23K8T1leGucurEjphpXVe7xKFNxYKtwE7AeontG66L7HhLy8N5c04p06eLRrUHqdYppLvyYpcWD+a8j6X9Ob3xFV+kZ56e4ax8YeAjap1DGTjQDjQSBnJQSInMkhCU7d111gWhZW5t5o28bC1j3QtpNgS8t8APQBErIzGR9Y5WHQVnmfRyQz4kMD/8hgBFaW15q9mh7/yWe+l1t95PP3DzZ2l67xx1dwGGcc5TsBPNVlUbzUwAZ/dyVnzbnWcR0/0kvh5Dp0yHzsEBddZcAkzMoJInglmiNdlESCgQNRIzgKksV0BWhhAvQqEIUtQ5qQSw1ZaJFbpm5wl66Mm9HMVCiiJCxvhtWc8DdMXOEreLLKnZ6NH+yXOOctOX7mh22hqt0nXvOFX7OFVHtFeN2URj/e7XeL9zepa+4zvvpa8e3U39IqfWSJdWllu0bWqepqYWabY/xmzG3375Q/Sny7dRd1dGtadqsuxazD1UecY4foCpTAjd0s43Na900zNmP3PisJESo8XiO03I5mCDOGxca4SkZSzHTOMoyzJsa2YCxDLftDJtCKlQjh8cPUP7p8/Sr/3BP6GFIxPU3iuRJqa/XEWzixiR48pT5iMgyrb0aKLeTkpEBn2D5ynp+RttxIwbtT0zAfWrmF0IaThSkLg4yVYj9S5dc+Ao9Up00pB2TY2sr30zQbGd09XTJ+nVBx6jT3Svo7IO78WxlMhB5XjsYAhtpMX0AwRlvT+dE1I6hIGjQT5gw5JqVJHGJSoXY/kDUh6itUrbFU1grn7FQ5UpBRoWtjcErpn3aWbrPN37xeto+nAheanclkeytVrnYXfUhJnQ0gO1bmvrZQs0UutSTxdrnscw78PUxQZe7iks6+mTG/PD9T130Y7fm0YN2+qsQijhXMFuhTmAf5bEC2irRzW688Dj9JIdh6WqU3fCFaPOuw/CZ60fDREwAfWRqp4W2mlStVH4sFD09cHTQrywT5DvaptyDHjr0JpwhKSiM+K5TC8+hkJDjcef61N/LKcsL+nBI/upeU5ajBdNhEajFoctKql/BTUW+1Ixyk3vStq5E4RS/i4IY0xIfL4IFpMNIaTVMWyZifH96HdWcyCTjH40iMgMplaNXWbUL3PqlnX6pisfpbHp5ejpYxhQr38DzrISkuRcrKTEKjh7WhqiGVGwaTl3YBS04UipM5KzqNEsPxZLPmxX9t7bJIVx2r7RwHyjEZKIWkGN+R5df8VRai4RdZYkU1p488NkKKEaThIrQUmtM2iUIW1+skafZrbNUV/RlMLBT0Z1dDHadEMIaRXuCPmljnonMkalA0V8to2ZCdDMtnwZKhB/LzdifKxNL7vxcW0WazVJRpljCdFZWmqiIUnOjPLRoyyeOLx27oTHrrx69zhmKzbrhaZkiAhZUlpcyD1NNZnFQrFcloUWNoCmMsmkH8ES3irpystPULeoCb2kZMkIMZvW/ON66iuYBzDvZbSyu0WNhYIjVQfvPErXzhyXYIlf5gOXhcWe1jY2hJDaiD5m2sa66lr5EofQkynZjwDSZfK92L5mn3bLGt3yokN08EXHxKnhprjiXET6Hde63JhDuKJUbyDTLVIQ7JgFLVSOICSTLs7C6se8+Jz1r5SUWPIXpHOINQqzLC2jA4KDhb9b80gy6fOD0bihQ9fMnOXeqgDtJZFbBJRLwBXiwgNVaws21m+B+6ngDoPX33SYH26sKtaNkOcoIGsy/5uadIgWTeEoGVLBKFvaiEn8HnyOvzfListSdMKtChLZPhBQfl8nuu3mx6nZLnhpRfaRhR5Nu4r2CyBtgKGCaVBEp8oX8zHryaLlcAqZhXE6hQ4qDaGSDIkk2uzBEmDY+9eHgo8Nx2m8Rje+/Ci9ZPq0cIkqkyAEEqYC93TizH8J3RYNAPl1PubKwYxu+X8/Qru3nWeHyWOk/ACrRrWGY5uaNIy05t57mOQrF52DlJoG2vYxAaTlG38DbJmHh8+RrRICW6Md2+eouXclVnyuIqQqtUPW9MHq8QN+anaqQlUUszMC+iAZVeK911Erj3IShwZYx2gWSO164gvxAO7DkYIAMxfVmJDmru4v6TtveJQePreDVtpqUHO3P3mQ5OFSfqvFHtVX+9SZbjDpxI03PEU3X/VUnIchSsLnQ212aXbDC120H9MJCj2GhthNNpmmdeVVu7sF4RTB5GOwLVtw570vnj3AVIhWySmks5HXiUuAm7Kk4uYby51owpgK57Upn5Pr6lwHZgnuev5cu0hz2FaXatWgVr0KOxZNx5CXynVIy8KLn3f7tOO6Wbp1+jQ9ObuNOUb5nLR7iZH6igev5khfegk0Rrt04y1PsQcvJo+b8+QeOA9/jYnP6x4nDREOfVdN8U6cKgsvOsGUbH4RwsVuizq9OkdT6trhrddrMhEXIlO9IqeRvEsn5yfpmeM76MjsNjqyOkWNpZxoUtrShJ6gmqNqg7OOOBokBAvWpaSmlDvBltQiOcNNmdamBfCrLkB/KFsR0l2EKJkGB1q3XVJzqkMTM0t05ulpFnTE71nrdkAtntFtlx2l0bxHD5/apYV0koYntrGUikBrMr5K6Gva4Idp/MpFptLp4DzYoYyJeby8Jx59TEBfy9gAQpoOrnPCJDKuWUtAft3C+ScyubMr43T/E1fQ8WdmqH2uRSMjHRrfucQyPTu7hbZsXaYX7T1GX3n0cspH+nR6cZLqZ5CLSdTfVlCtVTAjCAPtys9kBXVcn6T2K1PfGCMfHgzX6bnQUg1uZ65lybzkcta+dkYJtVOa4a+VpliqR08XdOWVx+kt3/P39LmjB+j/PvTNoXM154Qu9jlR+cnT2+mXPn8HPf7YbmniMApTgmhlZ2Tj45BsB+mJObXRMgfNL9SIttTHoBDgBCphnLfsPXkZbXQhDSXNlcrRCCWlT3NEPYnm26P0yNOX0aHH99LsqcnQXXlxrknz5yZCGfLi3Cid//J26jWlclSoIaXxAxfs5Tm1tKTDWOeMIpJtXjA8T3Zp5uqzNH92guZPTwjj87IB9FojZXF7jZHLCWdUO1cTQQDTHdhDmOJGIlngfeIKz+09+pff9Um6afoo/flXXixkaAxbabJzgWZkdXro/gP00Jf2i+ZEVxtXht2wVMAcMBi49FGkJxbjrv3nlN/ARNG6MYudbwaW+IIZ5awo1jbWvZCaNrQxnFLXMM8ozqu9Bv3FF15KCw9NSXWolmBYsoglfljVJyCZBorRtkHbCNYJAeCitEnRPgDN0a5bqMGVFlx5lrpZjc7cv4MjQtlEn8peLTCh9K2myl2HEerioch7eeBGxe85v3RVKB7xsMApuvr2I3TD9mM022vQU2dneGmvM626ZPh3J2tcATp6tmC6INirIVElSBhi+1LLv/V4m7pb6wxJNUa6dMM1T7M2NZRDMhOBgMS1aRAlWdtY/46TLmk2ecMsISPatW9gX3Z7NTrbHuObLLii9mvSxzoB2At4x+r8cN28FMnxUsl0jMg4KpPmtCx8KljSqaNG/W6dstka1c/WaKzXpXorSmbw2hU3tYYOHG8HrSPMAe2aZ+cFQUNJy44rztHbbvkHyrMufXVhhk6fQU8lz0eFDisgepCudojJs8Zkx07AftvO8k+pJkgxPpu4do5mJhYYF7U24aGnfTydREU8r3X336ijinF6wJ4F2T3W0Kpbmys01VoOwDjbkJbHaQ1s1Z5jNpEa2mdLkR4LCzQsKHoQIVrOqIcyDmv+paC6lHKIp8/kDMx0Ak3ao2u+6RB966u+RM2ZVbYxd910kvZceSrkhGKwzSqenTaHiDSR+AdqnKmdC/TOb/1LumbLSWqXGX3uxBXUaTdDFxW5iBj5aix0qUASNbeOVERiXInMWPDF7ECsv2jWuLzkihcdl7bqZS0GNBx2HKfZFEV8v5axIYTU7KQ0q9EN01aqdTHJYNu7Zu8xFjSMAOEYuG6/UypwsdsE0jHgPJRq4KN2LrTd0KaoWcf+MDTSZHyj/JvZOt1/34voE3/9Yup20SqR6PxXp+nmFz1Fk7sWAk2OUdmQNhtDjitsUY7Vw1Grl/Smmz9N10yeoNUyp5OdcbrnsWs1dq+9pZQGCEEGZE4VIzVa3SllKuJ0SXdo5mjlrngCoS3tadDynhpdfvMxumXv4VCyLAIqGDHAe0wXR56q90QRk7WMDSGk4lmGdwokp0+y7/EEIBo1+bfueYa2z8ynLMhanmEsz5yfac4FBM/yPtV2DawoSsiLERqKcZjRNC94TiVkCiSgtpixnVo7XqfREyX1zzbokw/cQC958eO0+6ZTRCNSRs28T03JQGKtb+0ciWj71gW6Zc/TXL0532/SXzx9K508uS3wiVo2E9ONa4MHnAO3AFdCNgsIcPYTmxwlBwLAxDexd5FedsNjgr1yCJRYWO1Bl4QSoQKy2YVgSuRpMwsqDJ/QzEKjEyf+p8A/bEMlJLuY9Izx0H/y4i9Rtqst9qPG2C12HTp4uN7yJbx6ZWTGYdACkhlCkPOpkQJL+uAwpDYfk0a3Wk2qoUhs092CUg0ITUYrR8bp8cN76S2vu5te/eovUa3RF0FrIteTaGz7Mu3cNkdjrVXKp7v0z2/5NJstnbJGHz1yE/3Z/S+nspdLfH6xn2h0cI2CXAw2M9udKDhUgjNu8NDEuZTU2SYau7atQ69+5Zdp6+gKZ32FubPMJ1u9IJTQsPzgSwt3Hy5Zy1j33n1MAnEsw/AP3HtMmUwgBERgKdOs28aW6KbrnqIHyisoO4oUIO0vqkzMZmeG7HmEDOHVAhNFO0huPqsQNje+jaUe3KQLnv2E8H5ynFxrlGLrxJL6W0vK0WSiTTT3qRn6q5mX0LV7jtKtdzxGn7vvOsomicpzREtzo7RKI3TV9SdoW7ZMOybn6d65K+hvv3wrPfH0Xip6dapplz6rYGUoClWuk2KqrOwQGwWfAbriqlSETScLtk3Fwyea3DFP27YuqGYUrx45tpIMLo4TPkPUzUKg7MCiDRCV1GWNuwnm85AYskU8YqydAWeFScxp4gm0DCQXHXn5/q/SjokF+vSpW6nba8gSjd5EymdfIMypmrHPaW/6e9h+4T6UVIyKZkSlZij/UEHl5GHj29dyDCRxELib2oqlruJhqtHnP3sdfWbrtdQY7XHRX2NEnDLYi0U/pycP7aVX3fYP9Ocfv4OOTkzQmUdm+GqQLyK5AFoWk8c+S3DmEJ2CsGICQO/YOi89ApDJb12Xm2cz6k/36czRafrU1mvpldc+IrRF/ODnvNzr5Sr5BrSqiKjiAXyRaRx/owspT1yNY+l44uUzxR/De7Gj8F+L4dvyD02A7w5MnaWT1x+hR794eehXHwhplckOy357PJYRG5kZWEbQYgclz4JLZlSiUM86l+i+JPNeOo0Etrxcs6WsiVmODiJYgnPqbGlQMUbU79c4H5QzonDeIyXd++TVdPThXTS/p0ZgwsKSDYiJaSAVEWB5YV58+R3z4gPLnY9teaTKVPY9ekLgOI79Zz26cs9JnlsoAk4XVPjJh0ELXZOsOkKA/JwrGmAmrGVsAJuUEpvIchwlnU68UU6vK+CNynvzRg1OYZ2QEV170zO05YBy8St9ObMzK3eSkeIy95J64AD0RbjEC7fSDkMKhJDB0ADUssd2OoGSp6/Omd5TaYiGUKYmU+MYddclr5vRkc/tofpZydyHcLLQ6RLBeK6GWHGey7ukS7VhwMaOwg0rVJgbc1JxysfpZnTDdU/Tji0LPI/QpOzJl6IQ/FyLE+o8f05nrPHvgtaljS6k7ulmgdR/PvdThFIcKvFOY8od21x8E2rcLPclL32CGgDZnefOPKOh0E1CkuJ8CNMIx9RBXa6NE5hSnCEgrXfXcg5mQlHnLIws7f4MwfFkv8wkwlIUC/oQPIBGlJIP7fwMprxJ8fx7e/u0fLuQoLFmBJ7bztjJY0YUzZSCs8aaHsJseQOtgsabbbpix2nqlHWeOwgd/61zKg97OodhLnl7bLMJQYXBQpk83TXqFHFyzRvF34z1qQ0Lw95rVkwqJn5mep6uuOEYMxvbmmZttwUXFXXVHxPviAMAGgsEvIO6pMYSlv1IL27tG/FTRKlgtybFeeQ4TZ2NK5irOFv9LX0pF0EtvjpwRvXDDwCEDHY00vrO59Q41GANzsdSKWBbG4gEsGFtfgsTAOzWEPbupPDyX3XVMRpvtXn1sYfc5tM0p2HTcbXSlUtXKfl80yblAcFraDlHkpTM2lEnLFDZiYuO904W2J7Cb7mUmYiuvu4InVycpHNPTwc2ET4WEoM5DQhuuhLXahe7DN09+rasYs0X8N+4mpCShzQ4a+zANioHEbLA5Gx2pEWr4OiwPRkaMkT7FbVGRmJmDpHV30viirTK4dg/wP8VogYA+zGh4Bk5J/YrSCB6MD1G4TUVlI136eqZk2IeWZ6tqnDME+YbTinmVsrHhRguy/rqoEZQcJPBRAcmMGhFftJFYO0fBFLsVomQhOUq/E7NBNUY+B515gcuPyXa1JHtSuUncNJcNBo6g6Cik7PkJYYPrn37zEwFLLMFZ7xL410bEhEqQ14BZ0MxqZnrSGJVpGjW6/qZsnBzHZOEWw3mMhwW2wGjZU25ihzRkjVlZ6oI2h0hUFA/sg08iVaBGe3fd5ommp3Q5dqybn3Ko6+sRa2TVdVyIrh2g5FfrW2sfyHVJYZtUhVQb6sC6LbECGF+1ix95fwODNGO7Ax/P/PELs40MjtQqkIFCw0dPjLjDiXK6+BNIurD2eL+pLFMmSkaJ2JSs5kP0u2OtANIrFyrNiJDCJc96NDUDAEAoWgM1abQvIsaeNAoF3NWIQVvqaT2TEkr+3oBIVjZJXxPoNkpRgrqL9dpZEubbt37DPe7F6ETbcjvUW0KDoKsYJIyCCQ4CjDw2tDfmAYVCqO1adJ1v9xDoERXRozUqB4NJ7XIPibYwH18z0uXLk6mDSArYPYY3bJKc7jhmkzCNqLVvOuscofnVXWGujl1pwsqwQw9WVKtJ7ANEzhY76am6yHVJGo4BymHDavsJJZEgsHHRuYTNLARn0HpcZ6AJLxwWh43TROtKmaJ0FSGbKntCDshEyqmAIK6nB0+PKz9km68/DAn3dg84uGt5wDm5eHGnDWcpYlZHcl7jogjYl8swEYtvdGFtM4TIR5EplERefrB0hy5nixKggFhxZNu0RGk7uEraN1GLnbXtZcfpVOPz1DRrksyMmfcI2QoHj6tSFKGxfTZg2cICtlDJWfrc4OEZc2xNHLbMhXUXKkUzQ61zsuMJKhG7UNIeWkX+kVgptLcQThDmcUZ/e2t+A/yiGSSVsngPAbbxcvSf5S9fJxPCyx5WgeVl3TF9tNhfsQ6xyMca5YgeKYlDSUxwjephBDyXNJtS3vSnuse0jofmFzTkJgYPO0QPvxdlI2wRNnAZEMzQHOiXgnDHAGh1ZGlbPf0LO28/CwdfXwnCyW4lJjdroRNl1Gu0A9johB0FtqSaEUIeUaOIwNEstyZ9FaXeummzBRL1GfyiDL0RcKAI5KwiUBjc2fljEo2DaQFI2+LAr9OLALkZg+LEq9np2gRS70A9qb1hRkvtjZvzortOrlngWYm5kMNkzzofRfwkM8yXsaVXdot+Zi7kkPO4jSZrbqWsf6FNOtRLa8RMh2hDzHBGjBi2wkThonEhLUL4AAltfJu0LYGY+FGCLAPx13CkFdfdYxOPryDSjQhU0JaOE3S6lFrkgDQ872Ime7swY9IOxljdF7eKWaBRIF0edeK0b6hBNpZxCJToc03MCQkg8CW1pbeUmIi0StmKUEXk05Ju15+ilbKBmXbazR3aCvjruhMgh4AsGUsho+x9dEurc40GeLaPXWeV5F+UTBfqyEdtrhjvmAGSWiZ+4xIG3czpSDIWaSBv5i053UvpK2sS81c4KOSYZGCCccMzDfBlEwo80BlfbUaqBb1Qp6kEJX1eX+XbT1HI9NtWj4/Sg3uFGcNvWSZ52ZersEte80jMAYz6kxjWcyVL1R46eGNM4U4KjuZjU+W8GAKaPiU2ZhHYmYXP0uaSmjZWFaJanmhgMTAR/qmb/kCffNlh+nuY/vpl5/4TlpBufV4QfVFEOFaNz8pE7Fiv3y0T1dde5QPIJoxoyazCRq7mmhHKARb3GvBy49OltktWG0whwD21jLWvXcvT7NMCpZv05KIj2AJwmeiSUsaq3VoNO/y55hwIdJVDzXH7ztiS2mCylirTbe/4mEa373IwgGyhdFT6PMpx+YepMZ4x40bJBpVZOI5S9jUgHPRmuxoNVHOIfVJfWscZmFRA+cV/GdtrYY1mw4aHZIWPcrBD4aTbsbH/fyxy/ganzy7g5pnpC05F+6xw6dOJZJZ2mhzU+fPxq9YpL07hRA3pDKq42SMzfDe+Zp13q2mXiB80aRm/5vgrrVidN1rUkwONCMyHm2556F15GYXMcQTJlMmn5MhXCmupe+JfSXw1nV7j1GtKOkfDr9EgPM55fhsE63usn5Jgo3CJAC/EgvhOJKNezR+FCXKMBZLGtm+Sr2zTWqdy3nZhVYlKwtmQ1WWZESOAhyF+qoVyeuzmiJpIaktfDRBCgPL/peOXkaPLm2lfzh2Ja3skfPKUfmppdDSqELrtsZzyouCrrn6mZCC5+vE8GCL0EXxFYsGdr7Mp20fCiL1MnyB3nPfw3U+4qQapqcgM4Q3dBgyxpFYYGKtxzGMnAy/NWaSWEde0pW7T9Deg2dYGqCBoFFBKDZ6XCJLRvPI9iPgpJWMCN490uwWetRY7FGr7NKN1z1F+Riy7CWjCsfYedUZuv7FX6UrX36YE5nx++64eO9SeOdYoK2K1Pj69e4yzTg0cq1kR+g3PvqtdPTEdmrvFGFG8gj/Xgl1se3oKUSnSqKJgq7YezLwN9kSbjOHBzaly4xcroHRJamMkHEx5BDrXkhtmcEwQZVGuDLpPjSnSks0g6sexfYGo2AYJa/sk6hR79Od3/oVmti2xDcYbQ8xuP+8OlCcXKI97+HgGN141u9RY7ZDdLZOX7r7Ouqfa3CIFNn9EOazj22npx/dSycf3km0LCl0CAKgbSPbpnC2mrYzyf7nOidjR8GD04mEEace20Zf+eoBAfRB37iQaySsYPOEV5cVpOv1ef+jVy7SlrGVEEa2a7ZXCBuX3wXlrp6/CrNtZ0u+ad1IYrSWe7hBhmclCYV5vkI0TLEA9uZEeSG37+3Vl+duHVumG1/9JJdWGKiOV07DQxQJADky7HsKEa3WGGRfuQy1I6BNhFBI+h/bhsYITRmtzo3Q6tkRyuZqQreIOPui5Ihiue7lsWMzN5xACNaa5qozBbsTtnIX5cmc1KxBAA0IMFEE+lKhtWNPylFWduZ02d4zVK8JdCQJd/KAxwr7pGY5FDyGxPGK3RlNBWtF/Nxj3QupCV+MF4sm9dpVkszs2daE51AwFoclRsSoVBRW/LvqwHGauB6Fe47WUeP2SDrhmnjjdeKM/pIWr6pR3u7R6MlVKjSzykpHrBtzqQnR1n05txaSgKEgiMgV0AeDHTSN/3uuAKti7UzB1i2pwD/VpmKPE9OOc/lKraDlXRKkmMmXJFlEwXgTOU/rKO/jXFjqoyYdDCWFMLK3tYx1L6TpUF5RZ5/a0m/DtKsItXcUUkeAqbZDWFUmHsv+S+94lIqt4GayQj2J79cA58CZ0Y4gsP+Q8d7eS9TZ1qDa3CqNnO2FuLoRQEQYKXbLCxxSSJheUvuVHSX+Ojg/TMUD7Toq23D5CfPjE/WQSNJBGFTw2Xw5l5Y3QB9GicOkaBW5/+ApfoQRbZO8XEm64fMymz/MVbpa2XwZm4kJpa1PmwwmbpjmtCXLptiqG3mbEAkRu8l7rUGgbX+qRTGirSrCu3/bWdr74hMsSGCfGz0RuekhoIjTw1OvNfscoeqPl9Teh9h5i0ZOdzjcGRweK5eua2hVTYDATapRodDEzBFWSFqetD2XsKs5blJcJw6cNGrAQMQKQQVGIBbQy4nosoOnaGpsmfFlLlQckmJnq47ASjIvHHrW9/aa3A+b002bVEa0G9WAVwG05re2ZPsFLLTQCXnNkVwiCmUk3MW+bMJBCfnSW56gcpeEbZBh1DqrNfdcHqItyItctBa06TUFre4ZZ6GbOAw1GNuZY+TbO1Qb7WltfGSDZowVUag6ojnWOALogpKdcRNcyVltzoOVpJB+pagc4JTCND8Vum7sWEErM4LXzkzNh1RHQzY8K4kl4qTsWpGU2HJ1o1qI4lpdwTa0kPpSEAxbspIt3FyZBhUUwGrxfaVpFPiY2QMcUAY+27lljnbfcDrwkHI4ELH1BggdtBSavf6MSjCC7OhxM4WlfSM0crZLrVmlATc7sqjTzOXnqNYoqL+lpMYUmntGexJa2WxZ2LkQAOacqscMKkBjTN+ozcakca44dfD8JR0QzhJUtkSMds7MhvAnhiWNYHi0o2qfev9fHKTYbsh+K4nmaxvrXkjtiTZ9yfYQIzVGYiAaNXWBUnyVB4QmLPlRM8Rt48D7qy8/Rr0dUiYCLcbZ+YCKoE0RtlyB9CCun1GJROjtBa3O1Gjx8nH2siExFmmi1ZzmFsdpYtciZdBwB85RfWs3MJhgv8IDJZWooKCEU2WkE9CsKzO5EI9BKFEeUmTUgIePoEVLUwCZKhLZUMix61NztBvmRArnYj2YldVY/RjnCvDcalGe5u9aLq/l45pt6hEA2uhC6gUuGuzWlCHdbpjWxLBMcyPhCr9xOwhCr/8O7DlN177iqRA1YtAdE44wJPJIQfW9VBNmE6TQXdUJ9fqgvbHUukyTTZbOjtFsJgbm8ad2MFuelRcvFU2tr5L0QIsuSXcQyf7nDnlYuqdQt1Qy1ThQBzCScDsdzTkATAUNjv33srSBkJlGwU3SlYav33EbmK1v8JOZWXHlubix7oW0inF66Mkyw6uInYdHZLGKAiifeRsrfmY8SDZecv2TdPVrv0rZ9l6ICjWawieOJI76fE7UrtHqSoNqu9s0stTjIj0Lq4bM+67kovbPtSQIsFQjOtEMsFPOfKcS1bK+S8Z+wjkC3M1OtCZMDpS2AGdFNUBnpi9dHzkHWUpM4ODVR3rcpjIJL2uI2eaIVxedIUkK18Rw56xWo1E2V3HmnnuseyG1gemROu8onMai560qLGkY9t40q9m0NvEYngXFIi029fiuUe/R7Tc9Qbe/8mGpCu5lwm8/0qfeiESLkMbXX6nTUr9B2UyHO9LB4WnNFiywpE5NsDpcVlX4W5PchSFPGaaRd4pMKQX6QZNjFa6IMoWu0CyhcZ/s1I0Qbd2yFIQ0IhtRM0oebip8pm1DPoQLOduwgIAlmaxlrHshNY8cIyxenMgukXuBjqJ9GbvfqbMVeDbj/qpTa3kAtm9jmLMbe+W+EzS+bZlLSPpd9JAvOYeTWfCQHJ0TrS43aeVaydZHpSd2sOXQSiDFNTiK92gd9PAeIVAf5sk8riqYKY7F1Z4jhUSVOMFZm0aM9Dkflq8QWYRbJPNqur4c+lSZHRqWcRdXYifTtKY6nEjmMRfL9lGFnNZacy/3bQMMY9KTJCKvEeO9tVKR6hNuMWmbYL9MWcMC+yLWSKW2WKveoyu3n6J8Naf+YoNaYwAnhQ06JIcs1WmlVqeVyySKBO+8dXKVxk50pL6eqXw0nU4b1wo9I9S/PGiwMQMZGTz8VYG7etvQmUzUceskWPW0pn6i5MJA1r6rwsaCaFSjU9LN+5/RalofJ9LSES68o0FYKVllZB6NXU9w6a9trHshFcIHP1GiEWLlTepICa4XOaOsVjwueJGJwwskO1UBVhGnIcZhSnrxlYdox57znFrXavQoA79oCxkeUOuS5FEu1Km9W5Z4tEFETH/8GRCDSsmIkd6yCWBFefDMcT4jUcNy+BTLLgryEECY6Aud5FxNykwUU0UVKMqUmQNAufZhK4P4YXpsMdiali/KrHkO27DEZhn+wY5a0yee2Ipljuhawfx1n09qdpIlRmCiIWAg3LKYtM9oSmCnJMZk2hQaLbZbDlEYvmGu2pS9XyOaKGlqZJm+7/ov0HK7SX93/Bpqb2lQu92gEerT6lKLvf2ilVNvvK+JykTFKHJL27zsn79xVDPnxStnvnzQggOsNxof5aeCzkR1KOcHgK4RWnSuSa2zCCBImXV7qqDyYJvK2RbXY0HoW+eJFi8juubqIzTZWg08A2JTpqFPi7BZTN8e+dCBhBvoRUG0WTazCCZBb41Jz+tek1ryLcaFIJCI3MU0vZiyJ5MvS5x8Zx5tEOpKyp8ECHCDNNtHb8aW+irtGp+n8XqHs+Q5ugVmk2afvW0WVKZxVFhqrE7FSJ22PN3lVo9y54VnCtCW1ESJGYDsKg6ztgRiApTEdimEfqnBsXkw8llZS++KNnWXG5Sv1CQHYDWj1W0ZFdN9OrjvZCin4QQcNWMEnI/zGc3g2IYoPrAx9CkaWQmEdU7XmlyyITSpGfI2OAlJDSoO82kpM6bZR1F8NCX2e8KNK6iAJkWGvIvhezRA0v3i7wRykf2ha975hQmqN8Tg6PZr7PFDvaGjcifPmLRh5JQSkBVIEEG3O1k3UeEJx4bb8uA7UE2yRx8zp4QfSpbvPuxTVq0i3EABOrsBvDYom69JLgD6MaGFY5to1/Qs7Z2YVYociRjxPLKGjBCSVYjaHFnys1+VgnKoMJaYAFuS+XPfw3U/VPupJvSWKIaB9FHA0nQ8izx75ymC+NYSO052ddpZCzu9gVqpG6aPsyBt2bLCnZAR1kSuKTPYrdRo+TLAR0jyQBiVaPHAiHRa1hCrZTQxawrMCQD4VsLOTH6O7Az2Ljj1RwpGE8DWDGcJWCuXXsPkRdEdzIcu0eXTp0MptwmT8N5LER7XhrmwhwibJK76MhIvlmaHWiWEIQGbEScd0Z6S4a3NoDWDNow2qdFoG3eRfR6cCbVBrZzEBgtyWNZ032o68PdZSS/ee5iunTpJI0WPxvOuePjb0DuJaOypGrOHoC6+PV2nvAMtW0jbcKz4RlPu+EXtCbCWOcxg0tQ+TbWC803LvpKzIeEanFPIhNLsp+Z5EPyWdMU1x+ilBw7pdShGC1xVixZl/pREQx98g6Aio2vEUWXpt0I8TXZ2wrrpOOkwjE6WYN/QIdYu8RJumjNk58QyTJ5cJYiwIXaq3Che2p8l7Bduhtadj9XadNeVD1LZJ3p8aSd98tSLaLXZp/Z0g8aOZtQ8W2OGkeWyTvXOGNV6WpNvp2TNIbDMF1rtqfVT6Fxi3fLYYdJTBjsJE6RNoJtENB0Q10cW/si1i/T6O+9jAD8iF8rs4urmSwe9eUw5rWPy3V2iN+++9i/POda9Jk01Znyy+UnXWHRs7WhLUMQ+/e9NQ0atEkFpK+ENXq7dWIetSiuumN4GgXjZ1FN0584nqTXSoWIbyqiJJub7lI/0GIDf9c+OUfPKVYm9OwEN8KXL3JeOIXr2YPq5TFL4ctieKKdG8ADowGrOySVjJwXshw28bXyRWrWug+tcyg1bE7Eo2cD7IMzJ0o3v01UpPKThJQZR1jLWvZD6HPBwX4eW02qERJ0e2T46URaRYUzS8Zd6KNvsNG9iQDBDnbkLv5qg4+ZDUG/aeoxook8r+wuaufYM7R2f5UK8Z87MUP3yZcmc0tY7HMt3oVAWUuCljZKrVLHMc6cQePyrOSeTSBWoVocugndUmE5WkTsKMrJ9hwfsxCCgrlxa5tSEN53D4DxG5nM3s4oGuFD0WnXphljuq8IUBVd8eq6v91CKy+S3JTwkoShPLoblnMaJ15sRWRr51yb05q6Z8ENAwUKH8eJth+nJuZ104vROOvrYLm7egKa759rjNFtrhTbjFnPnziXKkc9tFjlxBBQ/UmQHRyxbyaXeSTlU+RXJJQuaFYVzqpW098AZunbmRAhGeK89dmaRWnnBQMsE7bCrBcerbzhsS763/dO5WZsuXfeaNH2ivdA5ogjH+uyXoRgpcU+922G4lZXs9OpI09micyGes5Cn7Wwt0Gsue5jGJmRpR2dlnF7zHNHo4zn1x1DBGZn0Yua+2tLtXEB+dIUelepQFmxkdMEUQGSrUQhrHnDWUa1kbRR00zVPUbMuFDlxrqJw2TF8FlM14WbwNYqgaFCb1/jfzfKRMEQLira00pE4hSa4vvAOw7xV28I/8/Z3FPRqtn/8PhX6igOhdh2iOoB1bt5ylF5yzZNEI0Iyhoa6W5/o0vRXujTClDji5IQuIdy409mnSmiGpd7YoGESQDCZovx8jQMGwFYFHcjo4IGTdOOOo84pjA9lnIsqZ5Nfl9LQaISf4khjVd563dSkPLw96rN4vN1p6WP2t/+d3YKYQzpoSdmSmCyTCZxtmsk3g417sYcI/27adoRGdy1xSQe0X85LuMTcURpisXloSe564lqbwxaFMFqLSQhkQ/uMco4o8lcxoFW13eNLrvwqs+QldqPzypPrtCZtldVD0I+UPjO9B/YffeCNIXqTsCwOEyxj0KhmjQtO6ic+hu3SjKgouP4z+10IlSbvY0zb9uegzaQtD8bBibN07f6jUl/VIDp7S406U9KLHgkpEF6A8sbdxDmiWkUKx4qdKND0dIR/dORsERriMoMzWKYXhF//6psO04HtZ6QsJBDiRscmCqWea+CCis6TX2+8eBqemmpaBfHVht/UpDqqUaRoSzlMM4HwohaMW5pDFFnk7Ju4nbfFVHBdPboB2/5wIaPKtTuERnrlrseo1ejwEk+U0ew1InBWRCdAvJYos4EqaXoj52KfJ0BMI2dhwxYMMSHbqbMdbXQEM232CnrpVV8lzpVJrjJCZsEiVVDfAhf2SNlfqe0uQ74ZTGxOy6E3bdIhDkCMknjBtafa/lWX+oD1uQc/OAUBJ41YbKofonayVjLxGwvLxtRBjMtGZ2nP7rO8bU3zPM/fYHdLKzu1rMS8dhCRYfWEQwR4afSMNLVd2FeXnvWoX1rMmZzMMvfve/IqeuDwgXD+/iEzZ8d7+FQxewLhm65EtplnIrTZirZ7gjw/P0L6iU98gr77u7+b9u7dy4kaf/Znf5Z8/y//5b/kz/2/7/iO70i2OXfuHL35zW+myclJmpqaore97W20uLiYbPPlL3+ZXvWqV9HIyAjt37+ffvEXf5G+luFj9FVrsJr4IPPtDXt7rQpvapfaMmiCKE6Iae1YG+VdNWxj4VSjSDfbF++v33eE4aXcWihyhaeGNdnGJComIKlCHQ4mEqnHl8x7aFQOr86ATUUEeuQ0MdUk7NRitUaPPHyAPvGFm+gTh64dKDKMuaQWpPA2Z8XiVjk1Eg3vInkERIBmi1YlM//1FdKlpSW69dZb6f3vf/8Ft4FQHj9+PPz7n//zfybfQ0AffPBB+uhHP0of/vCHWfB/9Ed/NHw/Pz9Pr33ta+ngwYN033330S/90i/Re9/7Xvqd3/mdiz1dAdN1cpJKT4NFEts0JkWnEIrzTYeUPdiNiWaCdz+cg6EehIUVPWxjyybi5Djfa/YcpcZEl/M8gW1CEyIppRzD8q0JzwiHoklEW3s2ceGeePaob0LWE9OUI9H6PNHYqYLqbSkbkcYORKtlg556bG/gwa+m0VWJHWKu06AVWq3Fj2HnaPTo/4024PkB81//+tfzv2cbrVaLdu/ePfS7hx9+mD7ykY/Q5z73Obr99tv5s9/8zd+k7/zO76Rf/uVfZg39B3/wB9TpdOh3f/d3qdls0o033kj3338//cqv/EoizGsZgebRt7J231lSMpd+KF1M9Qk3vnxEXqyID7/hyJNR8rjwanDArPe7PixMVeq8XMElo15mz5/j4xltG12ibXvm6NT8jGQ1tdBeEdkefepNFlxMJ2Rmkj0Fbnws71w6gn2hTFmrTQFBQdsu7c5p9LRUkBqvKUh/r7/+GarXhO+em6U5QZPnSq7RHnibT3uVunucT5yTmNKnAQ3LzLd8CGRzrfEePi826cc//nHauXMnXXvttfTjP/7jdPYs7CsZ99xzDy/xJqAYd911F+V5Tp/97GfDNq9+9atZQG287nWvo0cffZTOnz8/9Jjtdps1sP+HYctodYm2CbNGWTx5SpuDf97bHcA4NTxKCUid1kFFuMunpXk/WAQ53niiLgkBA75BSt+Vlx/jbCZp6ygxd44yMVWPtPhBEzNcA3BV7hOqmVBGsgtzYWV3SUv7wZBS0vwVGS3tE+GG179tZIluuvzwgL0czCSHRphW9Ywk0XESinKbS2/byjzpo6nJz2I+vECOE5b63//936e7776b/vN//s/093//96x5+30J/504cYIF2I96vU7btm3j72ybXbt2JdvYe9umOt73vvfR1q1bwz/YsTZYCwZ/MwqTZTB5QfRLti1rEdL32GYE8H0c2yMI9t7v24TXWD7sH7aAgLaVGJ8JJnafomwCzM9C9cghzU5JWasv5GfAUefqtO3ac3wtlpXPe9PmEgxZAV9F7B9kENuVJRpJUgtEV9/4DE2MrCbEGRda3i1hxr73jiVeLbncCIhDMMCcSf1xFTX5R4/dv+lNbwp/33zzzXTLLbfQVVddxdr127/92+n5Gu9+97vpne98Z3gPTWqCKrpJWuSYpy0tc7TgzoX4bOTWvMBpk2p4s3rTrMtesDchOAotmUAbpQ8vk6a91TbG+15muVJE10yepN0Hz9DTR0HiBEgpo16nSY2DHeqgLASa+Fyd5p+epAyRq/GSs/u5GYR2PinGCqb04QwoHB9NbEFMgc/qRKNb2knlQPTKff5CGqhIV4NYopPaqrGUOQmhgs9fs9EuGQjqyiuvpJmZGXriiSf4PWzVU6dOJdv0ej32+M2OxevJkyeTbez9hWxd2MFAC/y/OKIWw4Adit5MbOyro2ACaMnO9pthYb4URY0wlwibd7SiSeB/G7V0FNCYmwkuUIt7Eo3vWWS+U4QykT0PIdz6mQaNrfap1epR/VxO+ZEG0+KwAOqOEXVCpSh1REClr31B+RIy/qUsGmbE/NyYso9459FdUyWoUaV9jCuNzK81FE41sXUWlPRIY3u5ZEh0jxw5wjbpnj17+P2dd95Js7Oz7LXb+NjHPkZFUdAdd9wRtoHH3+1GmhcgAbBxp6enL+r4PpTnJ9iqRM2xMU1pE8xa1ki4rARaG+Ga1qh6/SFyVdFCwRRwuZqW8e8TXQwgN+2Llod37nyCmjtWuKAOWgiRJ0SWtn4+o+n6qjZyyFiLCg8UcNWSvX7m6Qf5WejerJ33UD69s8PdprudeqS61HPzUJs5SkmQI3jo8pn1t0/nPeKshjF7v6Bae/Z1FVLgmfC08Q/j0KFD/Pfhw4f5u3e96130mc98hp566im2S7/ne76Hrr76anZ8MK6//nq2W3/kR36E7r33XvrUpz5F73jHO9hMgGeP8YM/+IPsNAE/BVT1oQ99iH791389Wc7XOgwWsXKGBF4xIN45RJ6nKMaYteQhhEBTJ0l+avVO6b6jrRoXSStys6x3+95QAWgZaFN0jb5x6zF6xb4nqT6B8pKS2aA5onQqp9ZZomISjHpENC7deNlORWRqRFpUCvOJsO8hdo/9N3ct0xte/EX6J6/9HG3bOa8lINJPNVy7PmLVJVlWjPi3zXFizyZdR6IZkM7N2rTo12STfv7zn6fXvOY14b0Jzlvf+lb6wAc+wCD87/3e77G2hNAB7/yFX/gFXo5tAGKCYMJGhVf/xje+kX7jN34jfA/H52/+5m/o7W9/O912221sLrznPe+5aPjJhuVJ2tQER0ghKKuCtG1iAYkn1vIRFNs2FUDWLg57HfogOBvNjmcQDm/PX+Whv2mPcnrtzgfp0bO7aW7LqHDfw3Ydzan31ATlV3So36zT7j1nafHMBC12xlhjomMIiHr7402qT/Tp4PRp2pav0PnVcZrYucgFd63t0hkw9raKuQdWOpOmF5aJ8HGXZrW77UG2Um0bCbWOzic7rBcRu89Kf4fW0YDjBGH/wBdup5HxeqhR8mE9v2R5SMjrSCN8kN9YVEnxUUfDnUaV4lLJS7dRJqpH70Fub/NVq1kn8jZ35oMg/PHhl9FnP3UjTT0oDR3QKhx2Z+/yDn3Li79C/+zyz9HpzgTdd/oK6vdzetnurzKkdb4zRu2sQVPNZSbGWC2akRnPzlefXFslLF802MnOvmSeJxchizX5xIQboa14YrtKQaO3dbmce7FD/+ql99Pc3FzFh9hgmfkCLnshkhJdEaK4vFkLQhveIRgQ5mQJT7FFW/rkVkXPF5/3qBaiOmZn9a3g06pJLeoDbUk5tfTzW6efoXtHr6feSI2JcWGftqdqlC/W6Lapp1kDd2s1un7XMT6PFWoyOjHS6vFfENiQIGPpdg6pCOhDWJqtdimjvJRr4lJmPnfUTsUSGkFLonb0LRpTQM/mSbQpGmCuZaz7BBN+oqPJGfRUKIrTb0JjrCTGn9pW/jPZdzxG1LuuOtV7vUyYlgL5omGi8+Dj/1WH5Krx07RrcpbB+vFn2tzlDkq626vRnz52O632G9yU1uO38YFQpjsmG5N2QF6IojmUPqShFFn58gMzSdD4MtL5cpUPSVBYjmPOlOfSf66xAYQ0hIx1cmPShHVvioIky5yHpAb3Fz11e43mgG0BNMCbEamnb8u8mB9ReKtpbN7MaOVd2jU1yxlRRRPtbFDkJAzNTxzeS4cWdgRyMentGbO97AGMLpF/vGJOrH8ArbQ7nH9w9GKzBl9ZaqPano1XLGfrDoP0aKMLqYdVQpgyfJdGPXxUyGtO69fkw3gCSEfiCE+RGATSlUiH0hXHIm3l1SYE3nzAa8/huSVltHf7Oe6At7y7QWUNFI5KHdnP6Gx7IjhtgTuAD+6Fr6rb0hG2UoG0B9dyXeMeBh+4iG6U1OVmVA4r1WvmX2rw4mK4oDaAkEajP/7zRXERRBdoKS5U1aW9irMmuJ/ro+kXTv9QBDJah4uWzm6uCmqnbLCjYxWte7acp+6+Hq3syKk9jXolrRbd2aXJkZXEVOH9x2bOAwL17LNl16UMeZWl28+bOJsS8rbGFy3GvbxZE4dfu16w2P2lNqp2lteUftGLTlPaktHKlhPNGprB+mVNhM9X+YvtJdtKrX7cRzAr9PNoZkT/Hlv2OIggD8U1Uydo766z1JkpOCUPPaLgMV07eZKu23KcY/8WHBDGaRds8FrNJ93we7EVjd06OIvhHN11aoshbxoNrkaVFSxZWTxEtWmT8ojQUuQfSpc7mb4q5hkjKLHrSPil+7l3IDySaoIXbhY7H+rEwHmxluaBT0mZVUL1uuy3V9bYM8f7sVqH7tjzhCSKTObUnkItCVGnFj1zn45ozHXmPFavO2pudz3OSTQHCSXX4fF0Sc2yuqQhVD8HlgRt+bbBIh5ig29oIbUpizXlhoVGO8lrWIzBbKB4e4PH7IrtzOY07s5QeRocl6jPzF40jWLHj1ntMZZvAtEuGqxRsf3Vk6eoViuoB4x0VM7rqbM76DNnr2SiCa5BYsGXSx+wuz3MZoF+996EyGd1het1Ebj0wTRnMmpsY2gxLWzMgoY04EFdqwO17nFSn/RsIUk0c+XvKtNky3TUtoaLhqLMZIEyLWT0kYbGJnihknzhEREMVUaMW3uIJoZMo0Ymd9ySdrXmaWJshRZntwgleR2cpzX69NmraM8YCHrbVENDM9OonI5oXcuiJjMYjhOaHQFZAO6ds2Tnw3vQE7PEGG8+RV0anSPjIPWWqIzNjnjJCILFvEZiA9qTHUx4l2QRfW4t+UiW+2h3hu1Cia7Vz8f8VRONKvTiYSu/DPpjpOdD/N+Jxiod3HmKa+6ZzxSb1Us605mg93/6n9ATJ3eLqeFsYjuev4Y0NibDU+RgGKeVQGrSX1SuJmraaINagk3sgucn3+erevNgLWPdC6knz4q3KwqML6Kzb8NvzRN37Hu2vEWIJyZA+6hWmqVvN8kvlKmPW0UwTShrGlptl40QKJjausjJzczqvEqU1QtaWB6l1eUWza2O8lJqRLcmWEEbOi1tTlZS5+XgNK/ROS7vWE5sVFcjVgAJQZvZrmnGk6T0bQopD46+OCbnYR4lL80VukKv3WyiQwmvJfM6sTJxS7RwQisZzYN4blGj+VJfL7QYglVKX0988dK9h6iGfqLoSNLRJmHdnAnKgqayWLk6R+YERags2r9WbhydPMVwXUAg/CZJjlHNXynrlu9k+Iffzq5azEcbXUi9185QkCM0YM0Er9sBRxGnTHWe/DdCQxgxpBlLQBItzQ1hBdYJv3QgOYYtjdZM1u/Pl6d0ynqI/R+cPEPbJuepvQ1gvjR0yGuApYg6/XqgrwzetVuS/Q1PtZvT4po3G8+z6mylcJ79Pi2biVCbPXR++7VD+RtFSNVW8gt7jPZ4VDN65tFWHZxQ03+mpcTGNYs0esB2nCphRMqZqo5SJa5frYMqGdyvs0bd0lilq/ccl2pRaL3zNSr6oHkkWpgdF3EIfak8mVokbJN3sb4+4cZSDcrLu/PY7QwtHzRcv0/xS2ZJj6ofR1x2UPNuaCG1yfSRdYxgd1WcIZ88EXVEujCZ4FQpd6I2tkSTVENjWKmGaXMTiOqIDlQenJHVosGY6XLRoPmxhmCgvERoF73VjBYXRwfsW96fs70DKUU4lnXzi+clcFlkr+ZXRQIsHzTOsNrdlQbAcb7T4xouvNaI07qHoKKNJzdtaHaOOUHq/UMwLPVMbkAl+aKibUVzyXeGHlQNBjsbETpvgVbPNWp8r78wYKpAUMGTf2JuK3VRMrJScmEdupaATqeDTnrJ8hofyGEiUXUYAyJg3U6cEEaOyTjYofJ8Ax6ucmciJkyEunxiznONDaBJo/ayqbP+SgYux9CnDG9Xhq4hacwp7M1+y7aX9m7yKIL81tm0+nNsF7Ot4j5DI10XgCicXgfjyES9TS+ZeobZnXtbCmZzRtVo6xxRqyf5VxEbdp1QhuC8vk0lH0tND/8QRXTCoDddrl0TsmhaeO5ncz7j3Mfr2VzuKyNinnYDvTa0BTousk4QTaiG8OyHJdlpjyig8cgBSwwCEIU3c8ukx0njjc81LGvCgmToGl0xeYZGugU15nLWoICikNcB/nsvYBfWV3EZ9tcV2i7qRzY7Nl/WT9Q/TH6Wo6nk5tfvy4oZ48fPOTbAcp9VltGoYayJluGFYmtFB8IEhrWeA6hleatGhdLOd3Z0SuxPV2tfxQ4s2lRxUiixHy2JBb1x+0x+Wz8nvKMoJYGZt0xNjqhBkL1lfQGXhtv82IoQIShNT3SOodf33mwaYhSEOQqaUq/XcFvw7xvl5VrGutekVYcmJgBXmIbdRCZLlUsU8XZbjDGZwA8iBE60wiuO75mdxWkxzzj+3udC5aHvvPwG6XuXjYOBDInPICMrqbkg7cEXVkY4n7Pq9Nl+7dNwPiGeZaFbnRtXGcvbukQRE07hKo24a5xbGdLTuXofov2+Vpt03WtSuoCHa9MmGjPW65iB79uKxf9WQHbOA02b4YZj+eM6fRM0SvI+irhAZQJbCfxDqmXjNhBU5Gxy7dFYSav1jFYO9Kl+rkZ7ti5xthTOCpQ9QsQmYlhNq/PnFR+7aL4k21SYADEAh9kPrU+rX4mCoWMPuasktQdkLWPda1JLXUvBoDiZkgTh4ZAUKxXDf5AjnjWJCuhguUea8uaXSS/yVW0X+PwdBllqTDw4LSjQU6FroIpvtGCKcThPINJdPLSFuv06b40UO2Nm9tEsH76NVniVR9Ud0ztGLhfALi6UrVTox43+nfepm6e/3/TueVTLFKqYZ7x5foGmxMNmxyWxz1I+UgGpUtu32nCrehb+eOZMRDA8OlZ5yLCKcBrszbFGh6bGlpivNGuU1FiQTs1zC+N0ammyYp7If+OyPmg3R3PA29GWAxvxBT9/hncGBeASccJc68aeCMM/2GsZ6365t4kyCCZqNSEsC/xNFVIH8VQjhGJEY1Z6YtuIoMVFzAMwpqGidlEbNGCvcVQjTiHFrowBBoOCOAM/z2i02WHWvazZo3q7pJ0HF+jM+UkaaXbCsh2zseLVm4MXtCg3EIvzEs4jcAvYci8zYOcSqhPMEVQTxa49WY2sCkGdQ58WSBtdk/r4tSdy8E6JvEZIRSZcb4hLMPFORlw87VdRwLwTlEAxVSfKbV+FgaLWylQ4B7V8rdWnxmSbM56+5aYH6Z/dcQ9NXTFLrUZPaHpc7L+qRf1y6ynEvXlj38Ebl3MUPWnnJCXSsUu1QVN2vIjVKvKRrAppWuCz38MNMaJo+An0i5t8G0esD4/LbCpKEQ30tljEBSvaytmDVVtQzuBC2URl6GXqHxJ8AxgK1aPtdoP2jp+nlaJO1+86SnleMpNItUR70JtOj+PPw/55bWfpdVabZdeY7jFeq/8u5gfIymbJ0GsZG0JIzeD3dmUEqGXY1NrnMUUt3c6G3YgqkURSXqI/8gkntq2/ialGTR2bzGlVs/3s9/V6n0ZbXeq16/R7X3oVzfdH6fY9hxgnteU+Igbp8QbLQOwo8vyZwxNLQnxan5vbhHxXXgfryMxcijVPVbiKNrpNaticr8GJNlEUF69NCp7VFAmI+9O/IfiAVTRTKghXJavJ37J4RHvvFlreXwnOh7CtjPRBwLlBU7JNWpRU68PJ79Fka4W6qCcJdN8p5Ob3Yba0aXYpXbGF2RXzWXMwXvId3XjS0dmCDikqkj7aWUIrFFuTP/fYAJo02qTyLjoRwbv2USGbbM2xqHrq3g1JW+xEficMi+XbOVThKP+pNyd8MrUtvdkAxCXuCyJOq4CbJnpUG+tSq47GTp5N2mO6PgjhjRVdPbxzpmFReVh9XN84Aix0GjFUO1dDjcVhG36N9kCvdcHfAEKaloikoLvHBk0IonD4unL7PWsATVD2NzAux0Kxw8dNfeUBq7B6PAypnbcbHfFLSaCOxwBW2u405MZP9OlcZ5yeWdjubOkLU/3IsZMTCecDeMtr8GhimPOYshPaz+3hMngufhsfLPtMmmasFSXdAEIqGi8u2mYL+cwfrxVsmDCYjem9cbOporDb95Z/mZoVVKn78Z50uPmOJ0ky9WPSSm46yLWBxNZI2yvAQdquUblco08+fQ31heBU6vxDEojPbIoClzpFkdR3ULOnZSk2r/ZwCa1jyo9v2+AMIPh8Te4xXetSv0FsUlmOYDvy+5CpbjF5tZXgLWsavl/azVuPHq0M2Gf8O4f9yfFcYoXXsKVooAjLROfEbixXZAbzImrB0m54aLkjy/GZlQnqQqv1c6ot1uhYd4ZOXL6V9kzO8XVCOHj/ui+udXdlIWyLmjZXHDQvC9bm/qHBe2Hjw/WKpvU2tnGZoimF5OZWH7Booth6xhp5jTpy3QuptMep8eT7SWGgvALM840LNDNCcWMxaatDCsKVGpdhQGCxFA8srxralDCsVWqmbCAeouLj8wOQBc3KGlmTsRdWR+nc3BbqjUtfJ3zYrWX0wMn9LKQ495j8Enn4PWGanHok9SUPV/HzKmeCB8E7mOnSHtmbeY6NRtJsY8eRJdcnggrHzwh3aaMLaew0FwkPfMTDHAW7bblpSL2x1lbHSG0xoHFNOyE+7kHzrCIE0XExz1xj8Rrl8c0eIrZquUjKUeri/v2sRiDeObGylZapQVnR5x73XEJSEp3tjFOnqEc2Emv1w3xUEDgpdoZW5WOopw5taaaMQ25D3N86ongtinOzXgTYdz3LguDZ0o+QQnivexamF8kGW8tY90JqN9lzakJIepyogWUtZunzZKudBYHEbxsqOOIwKRWic8YAnGPP5gxgWYydSIhvWhnaNlqChtqKnrRM6dJNU8lS7EnOhLoGDM8QpMPnZ6jfq1EGDn3sEnX4ZUbnFyboyOIUXTYxy1oY2hj7xWsjK/h8cM2g7rF58REnW+7NhrZkb9sHzoFZmrn5RI2Je024e9DyqvGNoQUPBefjuv0AQkMeq6eUfLaxQYRUbrXdMLaZIBQsIIHSS4TDea6wv7w/zqlpKqDcdKHMaaVoBN4j+aWUTbMd6x4EVMqJtoJmi7YAcj9lyY2pbh1HnFBzxXAQWmgmcNOfpxFqjHeo3uhTv16jLg7ZzWm00aGZkUV5mAqp1efjZiW19fpzEw4VTghbdHpsPuQa+6jpdw8LNGafQ67RJmfNrBqTu0+zEEdGFPYHlBkQvzd710yD5xrrX0i5X2cehM6iMdAYBl5bIV5bHQ1sZ3VQuKGW6YPPoYkwwbgpJlTSOAv89ujmIZrFllVxKsS8gPbiVjSWla6CzNsVoBvLWDMJZWPEEzO0tTGnhxvHlpSNlrRr6wJ1OnVqjvWoP5lx5Km9WqPHTuylW/Y+zdnUJgixM198IGGX2zmayWKaUCLy8ntODSyl36nYxJ4GSOdJVxMLx5ppxFqWk2TwoBoXgfkAIti00YUUmgraThwRETJoPpQGF4XQfGPBFsdEbh4E2WgUWEsqLoqbpU2QQ6PasowRmi7JEiidTgz/VFtSNRoE1kwBQEgYIbiAbniKU5rw5uoscTMbTjSS1+vHT9Ajn7uSemMaLRrrUbHQoNF+j/rjNS7Ys9aUwe4ONjCESATLAHt26LS8ul3UeLnGKmM2ptA/ivnCHUc0YCCJzKLlQaZr12qaVxo4aHTLkb5F9PW5x7oXUgu/ybKuWT1md+KzQpdavZlxsYuOiy2+VqSGbQP7XSj9dYC72o1m20JHmgaDU9PPZLua2Yh668zzN9MkllZnfAzsB79d6I/QTZNH6PBNj9FD7d20sDhC37z/CZrKV2j7xAKNtzp8bbxqeKJb1w1JEpIlxIoRcVx5MHFeEEx5D5pGQSNiyUvEjM3JsjCznys5lg+X+rr/TSHlAfikpjfLnmJLZBahgc0oTz5PbyC37bMWZm2mzpVn+ZCwatQYZmP5DCszI4BXYn/C+ixxG4ywxPp6JxUE+Vz2GyNZMBEKLguBl98c7RAtEn37wYfp5u1HaLEcYZPiPHCphAZI9hYb1UYfnXNFQxBC1L4njxBq8RiPh8VtHr19FovyxDixBhqwRbFPbC8PdXwgfKiaNrqQWrMBUSQudg0iiML3tDfWOfmdLX+mFQSzlG0DMWwFAyT36ts2ym9E+8LD9lC4gdp2HuZsCBbrxUmER7zrkpb7TXrg6YMoG6Urp07TfDHKzHsGJVlJB3vVGhWSdDk949D1DseKtiGOi/OBFrVziWemNqZzfHA+VoIjv41RPdiiLNAqtDgHc8Lk/doyoda9kPqQnQmq2WIySfYqwiCMHBpbdlgj46GaKWRAueX91LOes8PSMhDfhVmQBpdFoJWjMdofoSaxeY2mPIZnMWBjQ7727TtNL97+DBWZ2Lte01svVLaB9Ro4MOHDka6jtA9S5uwAQvCi5RjzP0UzsslD/YAT24MRjq/HMi1qmlcc1jSHgTa6kGLY8sQOkJWKuKa4Vm9fWq9MRx/jlzYsiL7Dndhmpl3E+2aYKBN3BaJnSzp/pvii9eMUDS/HMbA7sq1oyXAWHQzTqrBru1mNbt/5NNXzQsF73Ew5Ln5nYUx+FlSITKBK32m50ovJnKB4TE26DvkLJoQiyJYjYMC/rwC1TtQxNOoYYTaX+ziwvDJcZN4rPtTYt9G/RHY4s5XE3TKbC/vAco/UOGHfSLWTeLRacqICag+FdzBqlQTnqN11mdXtLSG5r05ZNiQZhfeimjBUprqOKeaNiyCpNnREYyEBJpSuRGHNSn1w1Pmxa0zOm/HPmPxi+6oymMRc2LS1Y0yYee6x7oUUGqyWAWyOhXf8ROfO3nMhU7OnBGaRLUzAMOAM4G9zGGJmlG9DLjcAMR1ZFj0/vnQfscFOkzoYuIWhRITPCSFQ8+4jxY1ZsN5ps4BCAMtVgPjT0sjXIu8V4CC9dO1l6nitEO61jCzkDqgm5XnBHq0wz82DrDNAV3W/7oHheXV2uD3ga13y172QmraTv8VO8w0U7FWMeoDpPc1GEu/UICmDrjBhPh3NHBT8xvPwi8YDxuobfcXCQIwgaHrD+WEw+62Mwly6ilELScq+VPg1E1/sbBMO+Y7P32lkO7bEz2WYNjYzBpC9nbDY9FE7wuHiEK+qZ8mccoRoOjWmSb2GNzPrYskh1r2Qwlb0T7fc8Oid+xxJXo41Pp5OvmmaqHktgOg1hWkrb+UFobPzcZSSHsaRZTdN4wssfVl0TEzQgiZkusWYXR/Djta3Xs7bJ3fHRJYY8vTOEztGuh98DtPBbPaY3WU1XLad5qxqZldi6ZppVemCveZ7SOt8BM1WIVkwAbGbY9qPf6N/eE/YbLeIcsab6ns62TImWs9wSVf8pprItouAuG9wltZjkQsweIcm0lJWmymYTew1mz1AUUC8oxPPJ2pcH9SIMxev25Z4DFtF4veus6A7h+Qa17jgr3tNajfMMEOGnAyM12Td6k2MvnxcRnkbl0fqMU07zoXOwH/nhciLjNe23pHJGFy3BO1YRxX5RgVF8FrZDxdkSs7Bi31cBcKvnKhpHmjQrH6Gqtfu9+r35a698tCsZax7IcUw+ERCjk4oAz6qFZ+VCbSGrrBlg0AZT6lzHEKqnqIFpn0skGCOlJgN1uw2LtvRho2BBf7bVazmjuPfIw8scEZwwbCZoJuRi1V2YfAP79G1cPSiJv8drPaMc2GmCEwiy0FQbv3gvctZeZPE75d/byjBGr37db/c2/KKYVnnvt6mqn28ZvUwzbDhHRGMEM2paI0g4EZCFqorI/Aedad3etQRcw9EdVSz7O2YXqt5jS3Z8hfSedWEbX/+4apiPoBymNo3ts+Qt5vsJT3OxYx1r0ntxvuF1ZI7zEOWhBHRVOKRG5SUahyzLUUWo5CFY7la+1TMzTOWEo3ILRUjPgYXeTMiaPYsRQPMNvU3OzpmF9JOem5Oi9vDUp0jQ0UHzZR4foqVBG0tOQAeXvJz4R3Fix/rXpMOM/QD/5Mtpc/ybMfbl+J+PsY/rJlsNQ0t8Y4HOianI4QRPZZJpp2jwJrW9Q6biUTq6qROU4gehYa3cUXwtm68br8HC0hY5n7agSWcr3OY4jymWtRDeRtaSKPHHu07m8wYD3Gvla4YXgOk4FLq66aO1+BSWvXK/XENvPcPkzlNcRgLS3Srht3iQecpde3sYZFt9TecfB3zTjEM8bXtvJB5KD5wAVQeWmM9qZ6FnWP1sw0tpDb8MimCklZ+e2H2S5UB8X4ZNVvUIJxgAiTHGtRSkeI7ciIFo8CWXherrzo4pR7Eay4PnvtXu1J/LuF3Q6TDvo9tHW3lccdyD1kyR26fMewb9xsfqnge/ljPNTaEkNpSnBIk2HKZ6si4VA1qqqoGtm4hSTi0oms8Jsm/Vc0T9ZRfBi0qE8+DKp38bBlNhSdlWX52aCe9VvujerXxWv2qEs2QcDxHbJZa4elD7c0Q1tgX4TxtCCENdTt+mXOOi706x9gtienSiBEXu0HqnOS4Q16rwm8JG34/cQl1jgjwUnbuEA2K557w1Ad7dXDZr2Ki8UGrzkWKFvh5MWRE5jTObTSHnJdfIW3zc2L7rLLGbFghjQLiSVujVrXvMDxxjmUOeQeiamtKf6X4G7+d3z6r3JjENnTSP1ivX7UJU3swgbm0qK+qweVaVAM+i61s1+pH6t1XTB47bhLUSPc9VAG4/a5Vm657IfWjvMDC52239NuohQGxREYQ/7uqazL8WPa97+DhOUxtCa+2psHg4zrSlGDnubCrmQY07FwcK0s6fElM2HroDMVjVyGxdMsqx5a9j49C6iCuZax7IbVJHdAffil1RWLV33kyWf+dvNrNS+23ir4Nn8XfO7QgLJvx1QQnJqdk6TWxM2bbpaS1cdn1zmC6IsRvBvdtw1ry2HVdUKDCw+H7Vw1q5qohcTFj3QupjEHoKLTaDkty6tHzza7Qg8eJj3bioJvgb60X4cHlL5oLjtLcaal4JArwU7CrvVCHCE/M7azaw34W/ENURQXsmi3UWZ238Ct3gOr+vL70D3c0qwyhXpuwrnshFWFLIaa0hMFblekS5OGg6OB42ywugtH5iZhnqj3splQjOXpjnSMSqjp9yLG0RrZxea9CST4Ma0IeHgtnQybHzobtyz+Ug/M5OMepseRtYu/MVR+SterTdS+kfmJCVKUCw1QjTpHBOJ18b4va9wGW8c6Dc6j8jQ4wk/7KsFL7zpsL4eTI8FMn9AqUexuVz889jNVhGjilpbT/Dtqq3kwZNJXc39XvKvpxmJXs6SDXMta9kNqIkE605YKmcgQHNlKHYtDW9J61va8urebVpyO1zGzJr8JFZg6U4XycUDobw7DadM+D5+E9ag9bxU4jER92Bk0SebKHJH2gqg99vG7754v94pysVUQ3iJBKJpT266ws4zSQiOuX1YpmG3gfh7dNqzCR33eMx6dmhN9RwDSrSACl+3i2UbWD7RxjabSzq01jOwUu28Z8fr/PWNDnzJaKkxcFN5573Msw9HmDC6lNS7zJyjqsMGWshcQYZCrhfThtkIDaLv0v4qLRKase395XHZWgi1zMexg+m1Wuza4pqS2qCL63oGN0LG6fCv1wz9+bLcPS8IRPykq+h81/dBJtzoaFZzeskCbLT8UZSbVE9J7DDwf0aFUrDC5cVUyy6oyF80kiLq5eqnKjs4rd6LvV8WtF0NLSk+FzYWcfs7jiedh2KTqR9pEa3K/ZxXF/3o6OD0XUsmtZEeT6NsCImmvYMh2FJoDtJkjBDkwF2e/FkiX8N/ZuGNSTYI8u+TgVV/+bckikSIFzb+uFr0UMqtBS3HfU9P5gUWBkRx6a84KVCm/UhgahDV5FfGcaNARBNjWpjWxwuao6D8nWqaANMxdspFTiKf++953lNe3KZ6lsF/q9P2bGNoDXYKmlmQQFBuzgqoilTpDZ3nGlibNmuGtc+qsrRnxQfDMKP+/+PAYemM3Y/eAITlHCMOewyqHLUryZ8XPdxnE+VbWMxwXss0iTaGl71WXV27V2xjJSto+47FbB8iq8Y+tHYge7PbHWTeYk7s3xloRfRoLItNTGzso7TGmz2wtHt55rbAAhNVDcC02EoQYXqQv4nUPtp+HOTNVSjcum/8y+iZrM3+RBfDILD5KUfwzCYHGPFaEYgp8mQq5PZyycG16akmj2IXPltWU1i4yGPIzPi5C+733vo5e97GW0ZcsW2rlzJ33v934vPfroo8k2q6ur9Pa3v522b99OExMT9MY3vpFOnjyZbHP48GF6wxveQGNjY7yfd73rXdTrgQczjo9//OP00pe+lFqtFl199dX0wQ9+kL624SbbLbdxDLfeffb6s1la3s6yo0VHzWsyb16k7kSqqwa3LXWPptnk/BSuGtBW8b2/+ii07uFMnK00SyzRiRWIripkfltriCv/lAe2YgqEh42eByH9+7//exbAz3zmM/TRj36Uut0uvfa1r6WlpaWwzU/91E/R//k//4f+5E/+hLc/duwYff/3f3/4vt/vs4B2Oh369Kc/Tb/3e7/HAvie97wnbHPo0CHe5jWveQ3df//99JM/+ZP0r//1v6a//uu/pq9lBGWR1AfF4TWe3RS/vHrtl2rCQQeleoTh9VOW21pdeO2/w84zG3Ck0jIQL+T+2IN63ZZiL3D+7yT9MIHIqpoz7iOZvyEPWfrQDl8rLjSyEqRDX+M4ffo0a0II46tf/Wqam5ujHTt20B/+4R/SP/2n/5S3eeSRR+j666+ne+65h17xilfQX/3VX9F3fdd3sfDu2rWLt/nt3/5t+pmf+RneX7PZ5L//4i/+gr7yla+EY73pTW+i2dlZ+shHPjL0XNrtNv+zMT8/T/v376df+/ydNDohPPZm6Pul0yGN/F8mKiMfR9c2j45X3v4unXdfapm09/bthtMFGVNcIouehnnJ1tWj5mrseT+BEr2Ku6Z/W3mM7b90XK12Lh5u86Rj3Lwi0AtpE0oXTEjdN2kQAapJXLf0Rk25pWyWvXkCfv3OUod+4rZ7WW4mJyefH5sUO8fYtm0bv953332sXe+6666wzXXXXUcHDhxgIcXA68033xwEFON1r3sdC9WDDz4YtvH7sG1sHxcyRbZu3Rr+QUBlxMn1TcX8Q5wKT9Xr9ItgLFjzw2su/96ZewOfByfEjoUOyLo8UpKhn+syqlqOG6AJS6g9KD5oYNtH3S7fBWoJ7rQ8pBzb2cdJuNdKbyqdp60JMF1Am6Z7daaAHnvQSqavv5AWRcHL8Dd/8zfTTTfdxJ+dOHGCNeHU1FSyLQQS39k2XkDte/vu2baBIK+srAw9n3e/+9380Ni/Z555hj8fLm5+pY2akN8FSGVwGQzXPsRhqpI0eGYkY4S2/Qe70Nlq/ib7bszF0OXS2pWZ82OMqioEQUuqUA7c5rhvO/fqMh/gMjULYj+suK09ZDZf0iJTjhvhNuvqFx8oH6F7XskhYJtiOf7kJz9Jl8KAg4V/1VHFHm14DeczlmRE18fbp8OEM26ferf23u+N/zZuz6T4zbR9auGKsFHw5I3rFNv6Pqdmdtj+pCtKWobty1bs+r0jFq9E0wIHPHxvJqSzhL9AUgkOWD+/Iqzp9a+V3fn/sSZ9xzveQR/+8Ifp7/7u72jfvn3h8927d7NDBNvRD3j3+M62qXr79v65toHdMjo6elHnmgpNdWn3T/SgY6A7SPaVxsSrkaKIcVY/9/BR5IzytqsRfacanUxL6fJa1eqxLWXUXEHbhX2kmtJ7+cH7DpcVtWtVi6f0kXJM6cHqVwF5j8ZsiTmgx4hJ2ZUQ9NdLSOFjQUD/9E//lD72sY/RFVdckXx/2223UaPRoLvvvjt8BogKkNOdd97J7/H6wAMP0KlTp8I2QAoggDfccEPYxu/DtrF9XNQ5Vxb8YZ5peUFPPy2Uq25bjRhFu67qt1eL+VK712CbkGXvhExGbJpgaXXxAUk5mKqmA0YUs1RYqwuuCJH8Iq4OUSv6Zd5MEtOu9hDZcS2SZX20InSWkkl83Zd7LPHw3P/3//7fjJWaDQlHBRoOr29729vone98JztTELyf+ImfYOGCZ48ByArC+EM/9EP0i7/4i7yPn/3Zn+V923L9Yz/2Y/Rbv/Vb9NM//dP0r/7Vv+IH4o//+I/Z4/9aRqoFvKNhy7OHfeLNC0IZ4KJ4uwdvsQzvdceRMnygdYwdK2pO2Q5WXSS2HcQqhWxNWj6iG12As4I3HnMCzASIGnaQutHbunz8MjYBDu19dFvuG8p05PFhjShERC/keuLM+nmR+RR687XapBelST/wgQ+wU/Kt3/qttGfPnvDvQx/6UNjmV3/1VxliAogPWApL9//6X/8rfF+r1dhUwCuE91/8i39Bb3nLW+jnf/7nwzbQ0BBIaM9bb72V/st/+S/03/7bf2MP/2KHLW2DeiHaXak/OgjnVCsxqxn5fnhxlm31LHSz6rH8Z+YB+2+LxPFIbcSor83rjrZohNiGzIlq4xB3T7RyvHYTcN7KoQFV6CqeTzw3+9yqmYbflfL5x0kv5QEkAJr9Vz7/TTQ+IZ2SDT6KWiZ1VvCXtcYxPcB2qHYG8csbRuwWYr+RkWgQ73ipsHmhtM/xg5DmpvAUmuhmerRIfyMOlDED2nkYtbptY+11vCb1zcaiMMaln7fRebG2OKERhsNn09/JwDtw/OOc7T22sZaPMYHaktD71Fvq0E/efs/zi5N+I4zosFTsSfe9b/MSNZbXDB7jrCIBkbEjapNUb1uJhv0yalr9jXr83oMeZsOWFTs5pS+Pnj2fQSUnNcJFwwycuLLgPTe28Lz76hBV0QFfC+atXzvvcP4ud8K2l0ZEzzME9Y0yhtk9XovaSEUy1RJxmwjAe/sraFf+UboMWyly9XyseaNPGRRt7IVTNFD4LQty7Gcq2jfqmYgtyDtPx+Pp1GU5jgiHNTqzq2dTgPlXq2iHLf/yYHl+Uv7b0RlF+kp1sLSboJkpgmWsbWwITTpoEaUuUHXbYV66x/qEnCHygtr3vG9dTsPiFuQpha6qNqZtU6VOzGxLV5+VbGO/VYE1G3bYPPiM/RQii7b4IHwVK2ETYXdaMtifCXVRpI9Mrl1t4YsZ615IMUTBxckaJiB+GbMbJrZgaj8O0738zhwjV9JhGjaJRlV6GQ2C6dGR8TBOn9s8pucqaIDqJnXQ4nEi/mrCVM2eN8/dOzFszzpaTK9pzb4W7V5y4zHpPaUs2Qpu+c54NtcheKFUmGv17GUu1/mINyC7YMmH/5c24UpLm1PwabCE2f6KWth7uLK/eAOjZpTvUmHhz9QUyB1HFL72hBah8rNCemGOkm0bbdRYEpI6e9HTtwcpnmc8VlWj2pIendBBGnMTaumYl5Y9rmWseyGNuB3+m12w2tOLasppEvfknQFLVglQTbA/U+/eO1xmBnhNXvXo7W/T/hi2hPvkFu9QxZJkfUBcGh5GqrlTiMgcOX6AjBSYW7Hog8O2p4ZgK0u3B+8Th8o5gLBDbXgb/mIW/HUvpBipk5O+2t/RXkubuKa/caKsN9IENegSl9KW/jd9DVrWmRM+xY9NDdPYpaTs+eFNkWD3Dilx8RrSn0O8nnREDau/DA9dijrY8fFqGjseW34RHrbwAPjuzGtv27juhXTwZg0uNcEpH9Ja29clJYZB0ls+3mzDQnm/FVrFVEwMuorCUj0/c4Cy4CzF8zABwgfW2NdfdFV7+gQU+9w/hIn96B+uIaRsrPUt26oCOfmVwajaY+2Uj46tfax7IY3LWKo1/JJc1Zppo4XUnvXedMRGnQ3mtJl/FW9XPjF7z4al0gUNqkLpw5uZcqRyf3nXKURO1bURdw5iOKew99SmTq9I/g7mixGnafdmDuc6LtQqNVE8x7T61B56WX1iUOJixgYQUvMu49TF74bROsqwGx/+ToQ9Xca9iFcX1XCDwmTHBdNunC3lXnCtV2jNGo+5THd//NjtT3WaW/rNLPHLvxeieL7xvCyCFjrgKR5qmtgIfbmfafDk1Y5Nlv74PqIlsVOzCfRaxroH86teuN0u70RQ5ZOAC2oSR/RvXQ95Fbq4/0j6ZXtjjeM57d1iWr096TZOGDOOXSfhVecDOgwz2pNIYLEHkzs0a7t0GyGE6s7Xd+mzfRrExYFYFyIVlEH+Fm6p5EKCs5TMfOjkrG8vYr1f90KKIQJXrQsa7mOah249P6OG9V1D/GJpte7SV97Kjb3d6mPu0fONn3snA2OA+z4TxykaF6mo40EKmtLBUebs2BzY8BCSZU3ZubA5UWpdl2lb92MzNaTWKy7pqA3zjcdEgM02tZUozS9Y61j3y72N1Ot2n1cpxavUOi6n02CiUOujkdCABag683ZrOqJoxuU/NQmky4g3JGiILe0X7LhdsBcriARV3zv2FB+EEBs3WrCmzYMpEa7NTInYxjw6dXIMFtqQ5BLXr2j6DNrOG1qTkreJKnaj98SrSRky0s94udc7Fttr+4x7+5XCWZrdxDe0lIxOsS3jdh6GkgchFcYqymBa3j635hNpekpqMUebXOQwwkrxIdONA+wkvPz2UWwkbMeUDAD5kSActo1sZ7ash51ShGFtY90Lqd266GXKMEH1Np0fVQ0UccaqbnPHUlLbmLAR8zHTZrPp+YW96wnyDTeHI9ObW7qSZB8jNwjLmjdoc9vqNZhmNCjL9QgZgKaiCZM+2CGhxMh7LTKV8L3G39Wc3Ff/WvtivwGW+yAUSe9OM/ZTT9O/DjQF8zct4RD1+3NetKsoEq2U4pJ2kzjv0zT9BXhFi4rd6G927EMfHS6DpargvrdP/UOX1oGqhz8EymJv3j0Qfn7MFq72sffQVDyXixHRDSGk9ppS0AzrlGzC47sXR2F1Xnrg3kz0YMVGTR0g88irgh8X+lT72XlWl/pUMITIIu2CEhf7QDqRXJeMKhTndHN4DBKbNTiH8j4km2hL8ghn6TkPiSiFB6HKbr3RhbR6EyNgnXr4eB9T4OINs1eb4OgeDJJ6xb6gKnAedNeNvJPE3w2c7yBxWVX7Rg09uC2nEHpTocK77xfauL/K5wFekgfBRtIYw/FQ+VE9bz930TmL87CWse6FNNqefike1CjVqJRAKxqWdOhATI2Lt9Y8Zu+2xGPH8/AaJHi9TruFZddx5Wf+95W/hwl7dTlNBTtuOQwdMHMhTU9Uc0DzVauc//y3rSDloKhGuzrt4GxmxVrGuhfSsOyF9z7eHJc5K70NlZWOmSMWw8V9XvB4FSKwYaaGbWfOUlxeU71q9fl5RTOlfrs3FuIxvKkQBDFJQ/RYq/P8K+cgK3l6lAHn71kmZJijaQ/iJonuBUaVr8mwTxtOGbhOHTT0+6rmjLtJzYXUfRkUhOq+q7e0cBo7/W38RfT23bU47iZ78BIH0B3NP7zVcwCNj6/hklWmYqM7SM/EuYqFekPA//65xoYSUq85B5ZitwSa6eZNhKp3bF96LWVL2MCNqcBQQbQqVJRVbNP2kAe+qvQ8zfzwaXL+92EZtm09M7VmyA+HxOQvE0bbPu5zULhCpGsoec+gg3oxXv6GwElF6NInd3Cih9+sWMwWP/cOluCZRpEYQ5SDWi8KDENO7qsqnsmsdwoVlJw7IHszYUyhpFTIgzOVpSJd1fqoZK/mhtkvAtlZ0lZIz700mzVL6XaynOok5cumpe16rBVllQPLa27a6JqUJ85HXC6wrKVMbxEFSBI7KtlKtj+Dq2Jtk28NPhiPH1YUFz1/897tGIlR8SzX6e3OICLJEl997+1Z79jY9/ZtrIWKc2q/s/r/6JQNRyN8ndnFjA0hpDa8R2+TVc3l9H8H+zVo4WiTVQXXg/v+WKHq08W9w3BRKDmfVNNX+yAViWee2pTBJqzyjgaTRI+gh6jCb6kVHbfxvaKS60saU6QC7QU/rig+CWYwNXFDC6nBKhjDpsQvtSE64mvJg71p2i1qC99WMV1eK8cYAsZXTY+q9x+1LQV+Uy/MoQo0/E5+Zb+27aLnrb/zbH1VO9yvMPpnytSXPsy2j4EHM3kAIppRVlastZJDbAghjX97L3TQuE+WPufdVytGwzJZkUbTYr68N9E2Q+xQOxe/PAewIEELyuRcY9jVmy6xb2goN1E8NoWr0mV5UNQjR6k5TJ4mJ1A9DnnqvUPnVy5LMvF08GsT0Q0gpDwhAS4a1KZVe887CoabVoevkkz25d566ohnX9Q8DpraqJ76kRK/fhARCJrOyBrCQVP72xst1XOravloGqSvg1fgOEcH9hnfVStU1zo2gJCah271Q8+mTeMSmBJzpWRkBj2FGH/lxvttI0FYWIBjDb3Tn/YL8YbTc8rdmciIj1RqXERRj2fl7MRkv+n1yfKracplak+bkIS0O+ep26MTs6uqEFxERMx0suOudWwAIY3equF+VQ910OccJDgIAuZsuGHOUnRo0gdgcHkbro3dWUfnrpSjek1k/zX7rup8xcQPJ9ID/T9TE2bA4XKaNBxfN4n7j0iGXwcGHyd/XReX9LzuhTTgje4Tm860T0ecYq9h+XVoCW76oXd8EogrybV05xT2UhEOtSOTAsFs0PnzQpw6P87LV2du0PqtWqlptpaFY/1A0gpXDLhzqQL78UpT58pXiD6bE7thhZQGwoWD4jZo51UwPhePTwDoCxCA2e/88nyhW+M1VtA2SW0UJawo6YPl7FdnR5opkp7PcK1dtU/NSRqwvZWTv+rCpXNYtTkjLaZtczHCubGEVEOAqT6N0+0X/YQxzpZSl6ThyyNsJNxOA3EcL8SuuYIzFQY7HPvGCuT9/rBcpm5T1KbekUofPW/5psJqcxHPIBsg7uUl3RX3De61ur+o7T0MZde8dot0HYdFjcB6dbGXQEkpp71Ml9l1wo4sjND2rf3WaBX9pIcankqSihc3YIFeOIyhOcUPtcTFQTOclaVM0sSnmS753mQxIcuNANfw3lB/JdeI5dqjFVUH0Y7tma6H6WM7ZhRumUU4pb0K7aRPP8T12B6beY+6i/3kXm04IT179iy/vvtbP/dCn8rmeI6xsLDA1PEbTkitlSTa8zzbBGyOZx/WoxUdBp+N1/5rGdCgENC9e/c+63brVkjzXJYdCOjXe3I34picnHxe5nEtCmRjOE6b4xt6bArp5rjkx7oVUnTX+7mf+7mhTXE3xzfWPK7bZmObY/2MdatJN8f6GZtCujku+bEppJvjkh+bQro5LvmxKaSb45If61JI3//+99Pll19OIyMjdMcdd9C99977Qp/SJTXe+973MnW6/3fdddeF71dXV+ntb387bd++nSYmJuiNb3wjnTx5MtkHws1veMMbaGxsjHbu3Envete7qNfrPT8nXK6z8Ud/9Edls9ksf/d3f7d88MEHyx/5kR8pp6amypMnT77Qp3bJjJ/7uZ8rb7zxxvL48ePh3+nTp8P3P/ZjP1bu37+/vPvuu8vPf/7z5Ste8Yrym77pm8L3vV6vvOmmm8q77rqr/OIXv1j+5V/+ZTkzM1O++93vfl7Od90J6ctf/vLy7W9/e3jf7/fLvXv3lu973/te0PO61IT01ltvHfrd7Oxs2Wg0yj/5kz8Jnz388MOc8XfPPffwewhlnufliRMnwjYf+MAHysnJybLdbn/dz3ddLfedTofuu+8+uuuuu5JEE7y/5557XtBzu9TG448/ztlHV155Jb35zW/m5RsD89ftdpM5hClw4MCBMId4vfnmm2nXrl1hm9e97nWcMfXggw9+3c91XQnpmTNnqN/vJ5OHgfcnTpx4wc7rUht33HEHffCDH6SPfOQj9IEPfIAOHTpEr3rVqzhtDvPUbDZpamrqgnOI12FzbN99vce6TdXbHBcer3/968Pft9xyCwvtwYMH6Y//+I9pdHSULrWxrjTpzMwM1Wq1AU8U73fv3v2CndelPqampuiaa66hJ554gucJZtPs7OwF5xCvw+bYvvt6j3UlpFimbrvtNrr77rvDZ0VR8Ps777zzBT23S3ksLi7Sk08+SXv27OH5azQayRw++uijbLPaHOL1gQceoFOnToVtPvrRj3JS9A033PD1P8FyHUJQrVar/OAHP1g+9NBD5Y/+6I8yBOU90Y0+/u2//bflxz/+8fLQoUPlpz71KYaSACGdOnUqQFAHDhwoP/axjzEEdeedd/K/KgT12te+trz//vvLj3zkI+WOHTs2IaiLGb/5m7/Jkwy8FJDUZz7zmRf6lC6p8QM/8APlnj17eH4uu+wyfv/EE0+E71dWVsp/82/+TTk9PV2OjY2V3/d938dYqh9PPfVU+frXv74cHR1lAYfgd7vd5+V8N/NJN8clP9aVTbo51ufYFNLNccmPTSHdHJf82BTSzXHJj00h3RyX/NgU0s1xyY9NId0cl/zYFNLNccmPTSHdHJf82BTSzXHJj00h3Rx0qY//P0s/GPgxuyNBAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(a[:,:,8])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1257b11d",
   "metadata": {},
   "source": [
    "### 使用yolo生产预标注数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "id": "2ec5f17e",
   "metadata": {},
   "outputs": [],
   "source": [
    "tiff_paths = glob.glob(r'G:\\coffeebean_yolo_0811\\images\\phenolic\\*.tiff')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "id": "5fbe405c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic11_20250807_145748.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic12_20250807_145810.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic13_20250807_150426.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic14_20250807_150451.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic15_20250807_151056.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic16_20250807_151115.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic17_20250807_163646.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic18_20250807_163709.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic19_20250807_164345.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic20_20250807_164411.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic21_20250807_165821.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic22_20250807_165848.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic23_20250807_170708.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic24_20250807_170732.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic25_20250807_171330.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic26_20250807_171355.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic27_20250807_172740.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic28_20250807_172811.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic29_20250807_173810.txt\n",
      "G:\\coffeebean_yolo_0811\\labels\\phenolic\\phenolic30_20250807_173836.txt\n"
     ]
    }
   ],
   "source": [
    "for tiff_path in tiff_paths :\n",
    "  output_file = r'G:\\coffeebean_yolo_0811\\labels\\phenolic' + '\\\\' + tiff_path.split('\\\\')[-1].split('.')[0]+'.txt'\n",
    " \n",
    "\n",
    "  msi_tiff = cv2.imreadmulti(tiff_path)\n",
    "  msi_tiff = np.array(msi_tiff[1])\n",
    "  msi_tiff = msi_tiff.transpose(1, 2, 0)\n",
    "  hyper_gray = msi_tiff[:,:,8]\n",
    "  hyper_gray = hyper_gray.astype(np.uint8)\n",
    "  hyper_cv = cv2.cvtColor(hyper_gray, cv2.COLOR_GRAY2BGR)\n",
    "  msi_res = yolo.detect_obj(hyper_cv)\n",
    "\n",
    "  class_name= '0'\n",
    "\n",
    "  with open(output_file, 'w') as file:\n",
    "          print(output_file)\n",
    "          for roi in msi_res :\n",
    "            x_center = round(roi[0] / hyper_gray.shape[1], 6)\n",
    "            y_center = round(roi[1] / hyper_gray.shape[0], 6)\n",
    "            width = round(roi[2] / hyper_gray.shape[1], 6)\n",
    "            height = round(roi[3] / hyper_gray.shape[0], 6)\n",
    "            file.write(f\"{class_name} {x_center} {y_center} {width} {height}\\n\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2f68ad28",
   "metadata": {},
   "source": [
    "### 替换标注文件文件名"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "068ac9a9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def replace_class_in_file(input_file, output_file, old_class, new_class):\n",
    "    with open(input_file, 'r') as file:\n",
    "        lines = file.readlines()\n",
    "\n",
    "    with open(output_file, 'w') as file:\n",
    "        for line in lines:\n",
    "            parts = line.split()\n",
    "            if len(parts) > 0 and parts[0] == old_class:\n",
    "                line = f\"{new_class} {' '.join(parts[1:])}\\n\"\n",
    "            file.write(line)\n",
    "\n",
    "# # 使用示例\n",
    "# replace_N_with_1('test/test.txt', 'test/test.txt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "88c08db3",
   "metadata": {},
   "outputs": [],
   "source": [
    "import glob\n",
    "output_folder = rf'G:\\coffee_bean\\coffeebean_yolo_0811\\labels\\val\\moldy'\n",
    "\n",
    "input_files  = glob.glob(rf'G:\\coffee_bean\\coffeebean_yolo_0811\\labels\\val\\moldy\\*.txt')\n",
    "old_class = '0'\n",
    "new_class = '2'\n",
    "for input_file in  input_files:\n",
    "    output_file = output_folder + '\\\\' + input_file.split('\\\\')[-1]\n",
    "    replace_class_in_file(input_file, output_file , old_class ,new_class )"
   ]
  }
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